rocrand.hpp

// Copyright (c) 2017 Advanced Micro Devices, Inc. All rights reserved.
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#ifndef ROCRAND_HPP_
#define ROCRAND_HPP_

// At least C++11 required
#if defined(__cplusplus) && __cplusplus >= 201103L

#include <random>
#include <exception>
#include <string>
#include <sstream>
#include <type_traits>
#include <limits>

#include "rocrand.h"
#include "rocrand_kernel.h"

namespace rocrand_cpp {

/// \rocrand_internal \addtogroup rocrandhostcpp
/// @{

/// \class error
/// \brief A run-time rocRAND error.
///
/// The error class represents an error returned
/// by a rocRAND function.
class error : public std::exception
{
public:
    /// rocRAND error code type
    typedef rocrand_status error_type;

    /// Constructs new error object from error code \p error.
    ///
    /// \param error - error code
    error(error_type error) noexcept
        : m_error(error),
          m_error_string(to_string(error))
    {
    }

    ~error() noexcept
    {
    }

    /// Returns the numeric error code.
    error_type error_code() const noexcept
    {
        return m_error;
    }

    /// Returns a string description of the error.
    std::string error_string() const noexcept
    {
        return m_error_string;
    }

    /// Returns a C-string description of the error.
    const char* what() const noexcept
    {
        return m_error_string.c_str();
    }

    /// Static function which converts the numeric rocRAND
    /// error code \p error to a human-readable string.
    ///
    /// If the error code is unknown, a string containing
    /// "Unknown rocRAND error" along with the error code
    /// \p error will be returned.
    static std::string to_string(error_type error)
    {
        switch(error)
        {
            case ROCRAND_STATUS_SUCCESS:
                return "Success";
            case ROCRAND_STATUS_VERSION_MISMATCH:
                return "Header file and linked library version do not match";
            case ROCRAND_STATUS_NOT_CREATED:
                return "Generator was not created using rocrand_create_generator";
            case ROCRAND_STATUS_ALLOCATION_FAILED:
                return "Memory allocation failed during execution";
            case ROCRAND_STATUS_TYPE_ERROR:
                return "Generator type is wrong";
            case ROCRAND_STATUS_OUT_OF_RANGE:
                return "Argument out of range";
            case ROCRAND_STATUS_LENGTH_NOT_MULTIPLE:
                return "Length requested is not a multiple of dimension";
            case ROCRAND_STATUS_DOUBLE_PRECISION_REQUIRED:
                return "GPU does not have double precision";
            case ROCRAND_STATUS_LAUNCH_FAILURE:
                return "Kernel launch failure";
            case ROCRAND_STATUS_INTERNAL_ERROR:
                return "Internal library error";
            default: {
                std::stringstream s;
                s << "Unknown rocRAND error (" << error << ")";
                return s.str();
            }
        }
    }

    /// Compares two error objects for equality.
    friend
    bool operator==(const error& l, const error& r)
    {
        return l.error_code() == r.error_code();
    }

    /// Compares two error objects for inequality.
    friend
    bool operator!=(const error& l, const error& r)
    {
        return !(l == r);
    }

private:
    error_type m_error;
    std::string m_error_string;
};

/// \class uniform_int_distribution
///
/// \brief Produces random integer values uniformly distributed on the interval [0, 2^32 - 1].
///
/// \tparam IntType - type of generated values. Only \p unsigned \p int type is supported.
template<class IntType = unsigned int>
class uniform_int_distribution
{
    static_assert(
        std::is_same<unsigned int, IntType>::value,
            "Only unsigned int type is supported in uniform_int_distribution"
    );

public:
    typedef IntType result_type;

    /// Default constructor
    uniform_int_distribution()
    {
    }

    /// Resets distribution's internal state if there is any.
    void reset()
    {
    }

    /// Returns the smallest possible value that can be generated.
    IntType min() const
    {
        return 0;
    }

    /// Returns the largest possible value that can be generated.
    IntType max() const
    {
        return std::numeric_limits<IntType>::max();
    }

    /// \brief Fills \p output with uniformly distributed random integer values.
    ///
    /// Generates \p size random integer values uniformly distributed
    /// on the  interval [0, 2^32 - 1], and stores them into the device memory
    /// referenced by \p output pointer.
    ///
    /// \param g - An uniform random number generator object
    /// \param output - Pointer to device memory to store results
    /// \param size - Number of values to generate
    ///
    /// Requirements:
    /// * The device memory pointed by \p output must have been previously allocated
    /// and be large enough to store at least \p size values of \p IntType type.
    /// * If generator \p g is a quasi-random number generator (`rocrand_cpp::sobol32_engine`),
    /// then \p size must be a multiple of that generator's dimension.
    ///
    /// See also: rocrand_generate()
    template<class Generator>
    void operator()(Generator& g, IntType * output, size_t size)
    {
        rocrand_status status = rocrand_generate(g.m_generator, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// Returns \c true if the distribution is the same as \p other.
    bool operator==(const uniform_int_distribution<IntType>& other)
    {
        (void) other;
        return true;
    }

    /// Returns \c true if the distribution is different from \p other.
    bool operator!=(const uniform_int_distribution<IntType>& other)
    {
        return !(*this == other);
    }
};

/// \class uniform_real_distribution
///
/// \brief Produces random floating-point values uniformly distributed on the interval (0, 1].
///
/// \tparam RealType - type of generated values. Only \p float and \p double types are supported.
template<class RealType = float>
class uniform_real_distribution
{
    static_assert(
            std::is_same<float, RealType>::value
            || std::is_same<double, RealType>::value,
            "Only float and double types are supported in uniform_real_distribution"
    );

public:
    typedef RealType result_type;

    /// Default constructor
    uniform_real_distribution()
    {
    }

    /// Resets distribution's internal state if there is any.
    void reset()
    {
    }

    /// Returns the smallest possible value that can be generated.
    RealType min() const
    {
        if(std::is_same<float, RealType>::value)
        {
            return static_cast<RealType>(ROCRAND_2POW32_INV);
        }
        return static_cast<RealType>(ROCRAND_2POW32_INV_DOUBLE);
    }

    /// Returns the largest possible value that can be generated.
    RealType max() const
    {
        return 1.0;
    }

    /// \brief Fills \p output with uniformly distributed random floating-point values.
    ///
    /// Generates \p size random floating-point values uniformly distributed
    /// on the interval (0, 1], and stores them into the device memory referenced
    /// by \p output pointer.
    ///
    /// \param g - An uniform random number generator object
    /// \param output - Pointer to device memory to store results
    /// \param size - Number of values to generate
    ///
    /// Requirements:
    /// * The device memory pointed by \p output must have been previously allocated
    /// and be large enough to store at least \p size values of \p RealType type.
    /// * If generator \p g is a quasi-random number generator (`rocrand_cpp::sobol32_engine`),
    /// then \p size must be a multiple of that generator's dimension.
    ///
    /// See also: rocrand_generate_uniform(), rocrand_generate_uniform_double()
    template<class Generator>
    void operator()(Generator& g, RealType * output, size_t size)
    {
        rocrand_status status;
        status = this->generate(g, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// Returns \c true if the distribution is the same as \p other.
    bool operator==(const uniform_real_distribution<RealType>& other)
    {
        (void) other;
        return true;
    }

    /// Returns \c true if the distribution is different from \p other.
    bool operator!=(const uniform_real_distribution<RealType>& other)
    {
        return !(*this == other);
    }

private:
    template<class Generator>
    rocrand_status generate(Generator& g, float * output, size_t size)
    {
        return rocrand_generate_uniform(g.m_generator, output, size);
    }

    template<class Generator>
    rocrand_status generate(Generator& g, double * output, size_t size)
    {
        return rocrand_generate_uniform_double(g.m_generator, output, size);
    }
};

/// \class normal_distribution
///
/// \brief Produces random numbers according to a normal distribution.
///
/// \tparam RealType - type of generated values. Only \p float and \p double types are supported.
///
/// See also: <a href="https://en.wikipedia.org/wiki/Normal_distribution">Wikipedia:Normal distribution</a>.
template<class RealType = float>
class normal_distribution
{
    static_assert(
            std::is_same<float, RealType>::value
            || std::is_same<double, RealType>::value,
            "Only float and double types are supported in normal_distribution"
    );

public:
    typedef RealType result_type;

    /// \class param_type
    /// \brief The type of the distribution parameter set.
    class param_type
    {
    public:
        using distribution_type = normal_distribution<RealType>;
        param_type(RealType mean = 0.0, RealType stddev = 1.0)
            : m_mean(mean), m_stddev(stddev)
        {
        }

        param_type(const param_type& params)
        : m_mean(params.mean()), m_stddev(params.stddev())
        {
        }

        /// \brief Returns the deviation distribution parameter.
        ///
        /// The default value is 1.0.
        RealType mean() const
        {
            return m_mean;
        }

        /// \brief Returns the standard deviation distribution parameter.
        ///
        /// The default value is 1.0.
        RealType stddev() const
        {
            return m_stddev;
        }

        /// Returns \c true if the param_type is the same as \p other.
        bool operator==(const param_type& other)
        {
            return m_mean == other.m_mean && m_stddev == other.m_stddev;
        }

        /// Returns \c true if the param_type is different from \p other.
        bool operator!=(const param_type& other)
        {
            return !(*this == other);
        }
    private:
        RealType m_mean;
        RealType m_stddev;
    };

    /// \brief Constructs a new distribution object.
    /// \param mean - A mean distribution parameter
    /// \param stddev - A standard deviation distribution parameter
    normal_distribution(RealType mean = 0.0, RealType stddev = 1.0)
        : m_params(mean, stddev)
    {
    }

    /// \brief Constructs a new distribution object.
    /// \param params - Distribution parameters
    normal_distribution(const param_type& params)
        : m_params(params)
    {
    }

    /// Resets distribution's internal state if there is any.
    void reset()
    {
    }

    /// \brief Returns the mean distribution parameter.
    ///
    /// The mean specifies the location of the peak. The default value is 0.0.
    RealType mean() const
    {
        return m_params.mean();
    }

    /// \brief Returns the standard deviation distribution parameter.
    ///
    /// The default value is 1.0.
    RealType stddev() const
    {
        return m_params.stddev();
    }

    /// Returns the smallest possible value that can be generated.
    RealType min() const
    {
        return std::numeric_limits<RealType>::lowest();
    }

    /// Returns the largest possible value that can be generated.
    RealType max() const
    {
        return std::numeric_limits<RealType>::max();
    }

    /// Returns the distribution parameter object
    param_type param() const
    {
        return m_params;
    }

    /// Sets the distribution parameter object
    void param(const param_type& params)
    {
        m_params = params;
    }

    /// \brief Fills \p output with normally distributed random floating-point values.
    ///
    /// Generates \p size random floating-point values distributed according to a normal distribution,
    /// and stores them into the device memory referenced by \p output pointer.
    ///
    /// \param g - An uniform random number generator object
    /// \param output - Pointer to device memory to store results
    /// \param size - Number of values to generate
    ///
    /// Requirements:
    /// * The device memory pointed by \p output must have been previously allocated
    /// and be large enough to store at least \p size values of \p RealType type.
    /// * Pointer \p output must be aligned to <tt>2 * sizeof(RealType)</tt> bytes.
    /// * \p size must be even.
    /// * If generator \p g is a quasi-random number generator (`rocrand_cpp::sobol32_engine`),
    /// then \p size must be a multiple of that generator's dimension.
    ///
    /// See also: rocrand_generate_normal(), rocrand_generate_normal_double()
    template<class Generator>
    void operator()(Generator& g, RealType * output, size_t size)
    {
        rocrand_status status;
        status = this->generate(g, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Returns \c true if the distribution is the same as \p other.
    ///
    /// Two distribution are equal, if their parameters are equal.
    bool operator==(const normal_distribution<RealType>& other)
    {
        return this->m_params == other.m_params;
    }

    /// \brief Returns \c true if the distribution is different from \p other.
    ///
    /// Two distribution are equal, if their parameters are equal.
    bool operator!=(const normal_distribution<RealType>& other)
    {
        return !(*this == other);
    }

private:
    template<class Generator>
    rocrand_status generate(Generator& g, float * output, size_t size)
    {
        return rocrand_generate_normal(
            g.m_generator, output, size, this->mean(), this->stddev()
        );
    }

    template<class Generator>
    rocrand_status generate(Generator& g, double * output, size_t size)
    {
        return rocrand_generate_normal_double(
            g.m_generator, output, size, this->mean(), this->stddev()
        );
    }

    param_type m_params;
};

/// \class lognormal_distribution
///
/// \brief Produces positive random numbers according to a log-normal distribution.
///
/// \tparam RealType - type of generated values. Only \p float and \p double types are supported.
///
/// See also: <a href="https://en.wikipedia.org/wiki/Log-normal_distribution">Wikipedia:Log-normal distribution</a>.
template<class RealType = float>
class lognormal_distribution
{
    static_assert(
            std::is_same<float, RealType>::value
            || std::is_same<double, RealType>::value,
            "Only float and double types are supported in lognormal_distribution"
    );

public:
    typedef RealType result_type;

    /// \class param_type
    /// \brief The type of the distribution parameter set.
    class param_type
    {
    public:
        using distribution_type = lognormal_distribution<RealType>;
        param_type(RealType m = 0.0, RealType s = 1.0)
            : m_mean(m), m_stddev(s)
        {
        }

        param_type(const param_type& params)
        : m_mean(params.m()), m_stddev(params.s())
        {
        }

        /// \brief Returns the deviation distribution parameter.
        ///
        /// The default value is 1.0.
        RealType m() const
        {
            return m_mean;
        }

        /// \brief Returns the deviation distribution parameter.
        ///
        /// The default value is 1.0.
        RealType s() const
        {
            return m_stddev;
        }

        /// Returns \c true if the param_type is the same as \p other.
        bool operator==(const param_type& other)
        {
            return m_mean == other.m_mean && m_stddev == other.m_stddev;
        }

        /// Returns \c true if the param_type is different from \p other.
        bool operator!=(const param_type& other)
        {
            return !(*this == other);
        }
    private:
        RealType m_mean;
        RealType m_stddev;
    };

    /// \brief Constructs a new distribution object.
    /// \param m - A mean distribution parameter
    /// \param s - A standard deviation distribution parameter
    lognormal_distribution(RealType m = 0.0, RealType s = 1.0)
        : m_params(m, s)
    {
    }

    /// \brief Constructs a new distribution object.
    /// \param params - Distribution parameters
    lognormal_distribution(const param_type& params)
        : m_params(params)
    {
    }

    /// Resets distribution's internal state if there is any.
    void reset()
    {
    }

    /// \brief Returns the mean distribution parameter.
    ///
    /// The mean specifies the location of the peak. The default value is 0.0.
    RealType m() const
    {
        return m_params.m();
    }

    /// \brief Returns the standard deviation distribution parameter.
    ///
    /// The default value is 1.0.
    RealType s() const
    {
        return m_params.s();
    }

    /// Returns the distribution parameter object
    param_type param() const
    {
        return m_params;
    }

    /// Sets the distribution parameter object
    void param(const param_type& params)
    {
        m_params = params;
    }

    /// Returns the smallest possible value that can be generated.
    RealType min() const
    {
        return 0;
    }

    /// Returns the largest possible value that can be generated.
    RealType max() const
    {
        return std::numeric_limits<RealType>::max();
    }

    /// \brief Fills \p output with log-normally distributed random floating-point values.
    ///
    /// Generates \p size random floating-point values (greater than zero) distributed according
    /// to a log-normal distribution, and stores them into the device memory referenced
    /// by \p output pointer.
    ///
    /// \param g - An uniform random number generator object
    /// \param output - Pointer to device memory to store results
    /// \param size - Number of values to generate
    ///
    /// Requirements:
    /// * The device memory pointed by \p output must have been previously allocated
    /// and be large enough to store at least \p size values of \p RealType type.
    /// * Pointer \p output must be aligned to <tt>2 * sizeof(RealType)</tt> bytes.
    /// * \p size must be even.
    /// * If generator \p g is a quasi-random number generator (`rocrand_cpp::sobol32_engine`),
    /// then \p size must be a multiple of that generator's dimension.
    ///
    /// See also: rocrand_generate_log_normal(), rocrand_generate_log_normal_double()
    template<class Generator>
    void operator()(Generator& g, RealType * output, size_t size)
    {
        rocrand_status status;
        status = this->generate(g, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Returns \c true if the distribution is the same as \p other.
    ///
    /// Two distribution are equal, if their parameters are equal.
    bool operator==(const lognormal_distribution<RealType>& other)
    {
        return this->m_params == other.m_params;
    }

    /// \brief Returns \c true if the distribution is different from \p other.
    ///
    /// Two distribution are equal, if their parameters are equal.
    bool operator!=(const lognormal_distribution<RealType>& other)
    {
        return !(*this == other);
    }

private:
    template<class Generator>
    rocrand_status generate(Generator& g, float * output, size_t size)
    {
        return rocrand_generate_log_normal(
            g.m_generator, output, size, this->m(), this->s()
        );
    }

    template<class Generator>
    rocrand_status generate(Generator& g, double * output, size_t size)
    {
        return rocrand_generate_log_normal_double(
            g.m_generator, output, size, this->m(), this->s()
        );
    }

    param_type m_params;
};

/// \class poisson_distribution
///
/// \brief Produces random non-negative integer values distributed according to Poisson distribution.
///
/// \tparam IntType - type of generated values. Only \p unsinged \p int type is supported.
///
/// See also: <a href="https://en.wikipedia.org/wiki/Poisson_distribution">Wikipedia:Poisson distribution</a>.
template<class IntType = unsigned int>
class poisson_distribution
{
    static_assert(
        std::is_same<unsigned int, IntType>::value,
        "Only unsigned int type is supported in poisson_distribution"
    );

public:
    typedef IntType result_type;

    /// \class param_type
    /// \brief The type of the distribution parameter set.
    class param_type
    {
    public:
        using distribution_type = poisson_distribution<IntType>;
        param_type(double mean = 1.0)
            : m_mean(mean)
        {
        }

        param_type(const param_type& params)
        : m_mean(params.mean())
        {
        }

        /// \brief Returns the mean distribution parameter.
        ///
        /// The mean (also known as lambda) is the average number
        /// of events per interval. The default value is 1.0.
        double mean() const
        {
            return m_mean;
        }

        /// Returns \c true if the param_type is the same as \p other.
        bool operator==(const param_type& other)
        {
            return m_mean == other.m_mean;
        }

        /// Returns \c true if the param_type is different from \p other.
        bool operator!=(const param_type& other)
        {
            return !(*this == other);
        }

    private:
        double m_mean;
    };

    /// \brief Constructs a new distribution object.
    /// \param mean - A mean distribution parameter.
    poisson_distribution(double mean = 1.0)
        : m_params(mean)
    {
    }

    /// \brief Constructs a new distribution object.
    /// \param params - Distribution parameters
    poisson_distribution(const param_type& params)
        : m_params(params)
    {
    }

    /// Resets distribution's internal state if there is any.
    void reset()
    {
    }

    /// \brief Returns the mean distribution parameter.
    ///
    /// The mean (also known as lambda) is the average number
    /// of events per interval. The default value is 1.0.
    double mean() const
    {
        return m_params.mean();
    }

    /// Returns the smallest possible value that can be generated.
    IntType min() const
    {
        return 0;
    }

    /// Returns the largest possible value that can be generated.
    IntType max() const
    {
        return std::numeric_limits<IntType>::max();
    }

    /// Returns the distribution parameter object
    param_type param() const
    {
        return m_params;
    }

    /// Sets the distribution parameter object
    void param(const param_type& params)
    {
        m_params = params;
    }

    /// \brief Fills \p output with random non-negative integer values
    /// distributed according to Poisson distribution.
    ///
    /// Generates \p size random non-negative integer values distributed according
    /// to Poisson distribution, and stores them into the device memory referenced
    /// by \p output pointer.
    ///
    /// \param g - An uniform random number generator object
    /// \param output - Pointer to device memory to store results
    /// \param size - Number of values to generate
    ///
    /// Requirements:
    /// * The device memory pointed by \p output must have been previously allocated
    /// and be large enough to store at least \p size values of \p IntType type.
    /// * If generator \p g is a quasi-random number generator (`hiprand_cpp::sobol32_engine`),
    /// then \p size must be a multiple of that generator's dimension.
    ///
    /// See also: rocrand_generate_poisson()
    template<class Generator>
    void operator()(Generator& g, IntType * output, size_t size)
    {
        rocrand_status status;
        status = rocrand_generate_poisson(g.m_generator, output, size, this->mean());
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Returns \c true if the distribution is the same as \p other.
    ///
    /// Two distribution are equal, if their parameters are equal.
    bool operator==(const poisson_distribution<IntType>& other)
    {
        return this->m_params == other.m_params;
    }

    /// \brief Returns \c true if the distribution is different from \p other.
    ///
    /// Two distribution are equal, if their parameters are equal.
    bool operator!=(const poisson_distribution<IntType>& other)
    {
        return !(*this == other);
    }

private:
    param_type m_params;
};

/// \brief Pseudorandom number engine based Philox algorithm.
///
/// philox4x32_10_engine implements
/// a <a href="https://en.wikipedia.org/wiki/Counter-based_random_number_generator_(CBRNG)">
/// Counter-based random number generator</a> called Philox, which was developed by
/// a group at D. E. Shaw Research.
/// It generates random numbers of type \p unsigned \p int on the interval [0; 2^32 - 1].
/// Random numbers are generated in sets of four.
template<unsigned long long DefaultSeed = ROCRAND_PHILOX4x32_DEFAULT_SEED>
class philox4x32_10_engine
{
public:
    /// \typedef result_type
    /// Type of values generated by the random number engine.
    typedef unsigned int result_type;
    /// \typedef offset_type
    /// Pseudo-random number engine offset type.
    /// Offset represents a number of the random number engine's states
    /// that should be skipped before first value is generated.
    ///
    /// See also: offset()
    typedef unsigned long long offset_type;
    /// \typedef seed_type
    /// Pseudo-random number engine seed type definition.
    ///
    /// See also: seed()
    typedef unsigned long long seed_type;
    /// \brief The default seed equal to \p DefaultSeed.
    static constexpr seed_type default_seed = DefaultSeed;

    /// \brief Constructs the pseudo-random number engine.
    ///
    /// \param seed_value - seed value to use in the initialization of the internal state, see also seed()
    /// \param offset_value - number of internal states that should be skipped, see also offset()
    ///
    /// See also: rocrand_create_generator()
    philox4x32_10_engine(seed_type seed_value = DefaultSeed,
                         offset_type offset_value = 0)
    {
        rocrand_status status;
        status = rocrand_create_generator(&m_generator, this->type());
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
        if(offset_value > 0)
        {
            this->offset(offset_value);
        }
        this->seed(seed_value);
    }

    /// \brief Constructs the pseudo-random number engine.
    ///
    /// The pseudo-random number engine will be created using \p generator.
    /// The constructed engine take ownership over \p generator, and sets
    /// passed reference to \p NULL. The lifetime of \p generator is now
    /// bound to the lifetime of the engine.
    ///
    /// \param generator - rocRAND generator
    philox4x32_10_engine(rocrand_generator& generator)
        : m_generator(generator)
    {
        if(generator == NULL)
        {
            throw rocrand_cpp::error(ROCRAND_STATUS_NOT_CREATED);
        }
        generator = NULL;
    }

    /// Destructs the engine.
    ///
    /// See also: rocrand_destroy_generator()
    ~philox4x32_10_engine() noexcept(false)
    {
        rocrand_status status = rocrand_destroy_generator(m_generator);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Sets the random number engine's \p hipStream for kernel launches.
    /// \param value - new \p hipStream to use
    void stream(hipStream_t value)
    {
        rocrand_status status = rocrand_set_stream(m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Sets the offset of a random number engine.
    ///
    /// Offset represents a number of the random number engine's states
    /// that should be skipped before first value is generated.
    ///
    /// - This operation resets the engine's internal state.
    /// - This operation does not change the engine's seed or the number of dimensions.
    ///
    /// \param value - New absolute offset
    ///
    /// See also: rocrand_set_offset()
    void offset(offset_type value)
    {
        rocrand_status status = rocrand_set_offset(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Sets the seed of the pseudo-random number engine.
    ///
    /// - This operation resets the engine's internal state.
    /// - This operation does not change the engine's offset.
    ///
    /// \param value - New seed value
    ///
    /// See also: rocrand_set_seed()
    void seed(seed_type value)
    {
        rocrand_status status = rocrand_set_seed(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Fills \p output with uniformly distributed random integer values.
    ///
    /// Generates \p size random integer values uniformly distributed
    /// on the interval [0, 2^32 - 1], and stores them into the device memory
    /// referenced by \p output pointer.
    ///
    /// \param output - Pointer to device memory to store results
    /// \param size - Number of values to generate
    ///
    /// The device memory pointed by \p output must have been previously allocated
    /// and be large enough to store at least \p size values of \p IntType type.
    ///
    /// See also: rocrand_generate()
    template<class Generator>
    void operator()(result_type * output, size_t size)
    {
        rocrand_status status;
        status = rocrand_generate(m_generator, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// Returns the smallest possible value that can be generated by the engine.
    result_type min() const
    {
        return 0;
    }

    /// Returns the largest possible value that can be generated by the engine.
    result_type max() const
    {
        return std::numeric_limits<unsigned int>::max();
    }

    /// Returns type of the rocRAND pseudo-random number generator associated with the engine.
    static constexpr rocrand_rng_type type()
    {
        return ROCRAND_RNG_PSEUDO_PHILOX4_32_10;
    }

private:
    rocrand_generator m_generator;

    /// \cond
    template<class T>
    friend class ::rocrand_cpp::uniform_int_distribution;

    template<class T>
    friend class ::rocrand_cpp::uniform_real_distribution;

    template<class T>
    friend class ::rocrand_cpp::normal_distribution;

    template<class T>
    friend class ::rocrand_cpp::lognormal_distribution;

    template<class T>
    friend class ::rocrand_cpp::poisson_distribution;
    /// \endcond
};

/// \cond
template<unsigned long long DefaultSeed>
constexpr typename philox4x32_10_engine<DefaultSeed>::seed_type philox4x32_10_engine<DefaultSeed>::default_seed;
/// \endcond

/// \brief Pseudorandom number engine based XORWOW algorithm.
///
/// xorwow_engine is a <a href="https://en.wikipedia.org/wiki/Xorshift">xorshift</a> pseudorandom
/// number engine based on XORWOW algorithm, which was presented by George Marsaglia in
/// "Xorshift RNGs" paper published in Journal of Statistical Software. It produces random numbers
/// of type \p unsigned \p int on the interval [0; 2^32 - 1].
template<unsigned long long DefaultSeed = ROCRAND_XORWOW_DEFAULT_SEED>
class xorwow_engine
{
public:
    /// \copydoc philox4x32_10_engine::result_type
    typedef unsigned int result_type;
    /// \copydoc philox4x32_10_engine::offset_type
    typedef unsigned long long offset_type;
    /// \copydoc philox4x32_10_engine::seed_type
    typedef unsigned long long seed_type;
    /// \copydoc philox4x32_10_engine::default_seed
    static constexpr seed_type default_seed = DefaultSeed;

    /// \copydoc philox4x32_10_engine::philox4x32_10_engine(seed_type, offset_type)
    xorwow_engine(seed_type seed_value = DefaultSeed,
                  offset_type offset_value = 0)
    {
        rocrand_status status;
        status = rocrand_create_generator(&m_generator, this->type());
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
        if(offset_value > 0)
        {
            this->offset(offset_value);
        }
        this->seed(seed_value);
    }

    /// \copydoc philox4x32_10_engine::philox4x32_10_engine(rocrand_generator&)
    xorwow_engine(rocrand_generator& generator)
        : m_generator(generator)
    {
        if(generator == NULL)
        {
            throw rocrand_cpp::error(ROCRAND_STATUS_NOT_CREATED);
        }
        generator = NULL;
    }

    /// \copydoc philox4x32_10_engine::~philox4x32_10_engine()
    ~xorwow_engine() noexcept(false)
    {
        rocrand_status status = rocrand_destroy_generator(m_generator);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::stream()
    void stream(hipStream_t value)
    {
        rocrand_status status = rocrand_set_stream(m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::offset()
    void offset(offset_type value)
    {
        rocrand_status status = rocrand_set_offset(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::seed()
    void seed(seed_type value)
    {
        rocrand_status status = rocrand_set_seed(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::operator()()
    template<class Generator>
    void operator()(result_type * output, size_t size)
    {
        rocrand_status status;
        status = rocrand_generate(m_generator, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::min()
    result_type min() const
    {
        return 0;
    }

    /// \copydoc philox4x32_10_engine::max()
    result_type max() const
    {
        return std::numeric_limits<unsigned int>::max();
    }

    /// \copydoc philox4x32_10_engine::type()
    static constexpr rocrand_rng_type type()
    {
        return ROCRAND_RNG_PSEUDO_XORWOW;
    }

private:
    rocrand_generator m_generator;

    /// \cond
    template<class T>
    friend class ::rocrand_cpp::uniform_int_distribution;

    template<class T>
    friend class ::rocrand_cpp::uniform_real_distribution;

    template<class T>
    friend class ::rocrand_cpp::normal_distribution;

    template<class T>
    friend class ::rocrand_cpp::lognormal_distribution;

    template<class T>
    friend class ::rocrand_cpp::poisson_distribution;
    /// \endcond
};

/// \cond
template<unsigned long long DefaultSeed>
constexpr typename xorwow_engine<DefaultSeed>::seed_type xorwow_engine<DefaultSeed>::default_seed;
/// \endcond

/// \brief Pseudorandom number engine based MRG32k3a CMRG.
///
/// mrg32k3a_engine is an implementation of MRG32k3a pseudorandom number generator,
/// which is a Combined Multiple Recursive Generator (CMRG) created by Pierre L'Ecuyer.
/// It produces random 32-bit \p unsigned \p int values on the interval [0; 2^32 - 1].
template<unsigned long long DefaultSeed = ROCRAND_MRG32K3A_DEFAULT_SEED>
class mrg32k3a_engine
{
public:
    /// \copydoc philox4x32_10_engine::result_type
    typedef unsigned int result_type;
    /// \copydoc philox4x32_10_engine::offset_type
    typedef unsigned long long offset_type;
    /// \copydoc philox4x32_10_engine::seed_type
    typedef unsigned long long seed_type;
    /// \copydoc philox4x32_10_engine::default_seed
    static constexpr seed_type default_seed = DefaultSeed;

    /// \copydoc philox4x32_10_engine::philox4x32_10_engine(seed_type, offset_type)
    mrg32k3a_engine(seed_type seed_value = DefaultSeed,
                    offset_type offset_value = 0)
    {
        rocrand_status status;
        status = rocrand_create_generator(&m_generator, this->type());
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
        if(offset_value > 0)
        {
            this->offset(offset_value);
        }
        this->seed(seed_value);
    }

    /// \copydoc philox4x32_10_engine::philox4x32_10_engine(rocrand_generator&)
    mrg32k3a_engine(rocrand_generator& generator)
        : m_generator(generator)
    {
        if(generator == NULL)
        {
            throw rocrand_cpp::error(ROCRAND_STATUS_NOT_CREATED);
        }
        generator = NULL;
    }

    /// \copydoc philox4x32_10_engine::~philox4x32_10_engine()
    ~mrg32k3a_engine() noexcept(false)
    {
        rocrand_status status = rocrand_destroy_generator(m_generator);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::stream()
    void stream(hipStream_t value)
    {
        rocrand_status status = rocrand_set_stream(m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::offset()
    void offset(offset_type value)
    {
        rocrand_status status = rocrand_set_offset(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::seed()
    void seed(seed_type value)
    {
        rocrand_status status = rocrand_set_seed(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::operator()()
    template<class Generator>
    void operator()(result_type * output, size_t size)
    {
        rocrand_status status;
        status = rocrand_generate(m_generator, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::min()
    result_type min() const
    {
        return 1;
    }

    /// \copydoc philox4x32_10_engine::max()
    result_type max() const
    {
        return std::numeric_limits<unsigned int>::max();
    }

    /// \copydoc philox4x32_10_engine::type()
    static constexpr rocrand_rng_type type()
    {
        return ROCRAND_RNG_PSEUDO_MRG32K3A;
    }

private:
    rocrand_generator m_generator;

    /// \cond
    template<class T>
    friend class ::rocrand_cpp::uniform_int_distribution;

    template<class T>
    friend class ::rocrand_cpp::uniform_real_distribution;

    template<class T>
    friend class ::rocrand_cpp::normal_distribution;

    template<class T>
    friend class ::rocrand_cpp::lognormal_distribution;

    template<class T>
    friend class ::rocrand_cpp::poisson_distribution;
    /// \endcond
};

/// \cond
template<unsigned long long DefaultSeed>
constexpr typename mrg32k3a_engine<DefaultSeed>::seed_type mrg32k3a_engine<DefaultSeed>::default_seed;
/// \endcond

/// \brief Random number engine based on
/// <a href="http://www.math.sci.hiroshima-u.ac.jp/~m-mat/MT/MTGP/">Mersenne Twister
/// for Graphic Processors</a> algorithm.
///
/// mtgp32_engine is a random number engine based on
/// <a href="http://www.math.sci.hiroshima-u.ac.jp/~m-mat/MT/MTGP/">Mersenne Twister
/// for Graphic Processors</a> algorithm, which is a version of well-known
/// <a href="https://en.wikipedia.org/wiki/Mersenne_Twister">Mersenne Twister</a>
/// algorithm. It produces high quality random numbers of type \p unsigned \p int
/// on the interval [0; 2^32 - 1].
template<unsigned long long DefaultSeed = 0>
class mtgp32_engine
{
public:
    /// \copydoc philox4x32_10_engine::result_type
    typedef unsigned int result_type;
    /// \copydoc philox4x32_10_engine::offset_type
    typedef unsigned long long offset_type;
    /// \copydoc philox4x32_10_engine::seed_type
    typedef unsigned long long seed_type;
    /// \copydoc philox4x32_10_engine::default_seed
    static constexpr seed_type default_seed = DefaultSeed;

    /// \brief Constructs the pseudo-random number engine.
    ///
    /// MTGP32 engine does not accept offset.
    ///
    /// \param seed_value - seed value to use in the initialization of the internal state, see also seed()
    ///
    /// See also: hiprandCreateGenerator()
    mtgp32_engine(seed_type seed_value = DefaultSeed)
    {
        rocrand_status status;
        status = rocrand_create_generator(&m_generator, this->type());
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
        this->seed(seed_value);
    }

    /// \copydoc philox4x32_10_engine::philox4x32_10_engine(rocrand_generator&)
    mtgp32_engine(rocrand_generator& generator)
        : m_generator(generator)
    {
        if(generator == NULL)
        {
            throw rocrand_cpp::error(ROCRAND_STATUS_NOT_CREATED);
        }
        generator = NULL;
    }

    /// \copydoc philox4x32_10_engine::~philox4x32_10_engine()
    ~mtgp32_engine() noexcept(false)
    {
        rocrand_status status = rocrand_destroy_generator(m_generator);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::stream()
    void stream(hipStream_t value)
    {
        rocrand_status status = rocrand_set_stream(m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::seed()
    void seed(seed_type value)
    {
        rocrand_status status = rocrand_set_seed(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::operator()()
    template<class Generator>
    void operator()(result_type * output, size_t size)
    {
        rocrand_status status;
        status = rocrand_generate(m_generator, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::min()
    result_type min() const
    {
        return 0;
    }

    /// \copydoc philox4x32_10_engine::max()
    result_type max() const
    {
        return std::numeric_limits<unsigned int>::max();
    }

    /// \copydoc philox4x32_10_engine::type()
    static constexpr rocrand_rng_type type()
    {
        return ROCRAND_RNG_PSEUDO_MTGP32;
    }

private:
    rocrand_generator m_generator;

    /// \cond
    template<class T>
    friend class ::rocrand_cpp::uniform_int_distribution;

    template<class T>
    friend class ::rocrand_cpp::uniform_real_distribution;

    template<class T>
    friend class ::rocrand_cpp::normal_distribution;

    template<class T>
    friend class ::rocrand_cpp::lognormal_distribution;

    template<class T>
    friend class ::rocrand_cpp::poisson_distribution;
    /// \endcond
};

/// \cond
template<unsigned long long DefaultSeed>
constexpr typename mtgp32_engine<DefaultSeed>::seed_type mtgp32_engine<DefaultSeed>::default_seed;
/// \endcond

/// \brief Sobol's quasi-random sequence generator
///
/// sobol32_engine is quasi-random number engine which produced
/// <a href="https://en.wikipedia.org/wiki/Sobol_sequence">Sobol sequences</a>.
/// This implementation supports generating sequences in up to 20,000 dimensions.
/// The engine produces random unsigned integers on the interval [0, 2^32 - 1].
template<unsigned int DefaultNumDimensions = 1>
class sobol32_engine
{
public:
    /// \copydoc philox4x32_10_engine::result_type
    typedef unsigned int result_type;
    /// \copydoc philox4x32_10_engine::offset_type
    typedef unsigned long long offset_type;
    /// \typedef dimensions_num_type
    /// Quasi-random number engine type for number of dimensions.
    ///
    /// See also dimensions()
    typedef unsigned int dimensions_num_type;
    /// \brief The default number of dimenstions, equal to \p DefaultNumDimensions.
    static constexpr dimensions_num_type default_num_dimensions = DefaultNumDimensions;

    /// \brief Constructs the pseudo-random number engine.
    ///
    /// \param num_of_dimensions - number of dimensions to use in the initialization of the internal state, see also dimensions()
    /// \param offset_value - number of internal states that should be skipped, see also offset()
    ///
    /// See also: rocrand_create_generator()
    sobol32_engine(dimensions_num_type num_of_dimensions = DefaultNumDimensions,
                   offset_type offset_value = 0)
    {
        rocrand_status status;
        status = rocrand_create_generator(&m_generator, this->type());
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
        if(offset_value > 0)
        {
            this->offset(offset_value);
        }
        this->dimensions(num_of_dimensions);
    }

    /// \copydoc philox4x32_10_engine::philox4x32_10_engine(rocrand_generator&)
    sobol32_engine(rocrand_generator& generator)
        : m_generator(generator)
    {
        if(generator == NULL)
        {
            throw rocrand_cpp::error(ROCRAND_STATUS_NOT_CREATED);
        }
        generator = NULL;
    }

    /// \copydoc philox4x32_10_engine::~philox4x32_10_engine()
    ~sobol32_engine() noexcept(false)
    {
        rocrand_status status = rocrand_destroy_generator(m_generator);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::stream()
    void stream(hipStream_t value)
    {
        rocrand_status status = rocrand_set_stream(m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::offset()
    void offset(offset_type value)
    {
        rocrand_status status = rocrand_set_offset(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Set the number of dimensions of a quasi-random number generator.
    ///
    /// Supported values of \p dimensions are 1 to 20000.
    ///
    /// - This operation resets the generator's internal state.
    /// - This operation does not change the generator's offset.
    ///
    /// \param value - Number of dimensions
    ///
    /// See also: rocrand_set_quasi_random_generator_dimensions()
    void dimensions(dimensions_num_type value)
    {
        rocrand_status status =
            rocrand_set_quasi_random_generator_dimensions(this->m_generator, value);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \brief Fills \p output with uniformly distributed random integer values.
    ///
    /// Generates \p size random integer values uniformly distributed
    /// on the interval [0, 2^32 - 1], and stores them into the device memory
    /// referenced by \p output pointer.
    ///
    /// \param output - Pointer to device memory to store results
    /// \param size - Number of values to generate
    ///
    /// Requirements:
    /// * The device memory pointed by \p output must have been previously allocated
    /// and be large enough to store at least \p size values of \p IntType type.
    /// * \p size must be a multiple of the engine's number of dimensions.
    ////
    /// See also: rocrand_generate()
    template<class Generator>
    void operator()(result_type * output, size_t size)
    {
        rocrand_status status;
        status = rocrand_generate(m_generator, output, size);
        if(status != ROCRAND_STATUS_SUCCESS) throw rocrand_cpp::error(status);
    }

    /// \copydoc philox4x32_10_engine::min()
    result_type min() const
    {
        return 0;
    }

    /// \copydoc philox4x32_10_engine::max()
    result_type max() const
    {
        return std::numeric_limits<unsigned int>::max();
    }

    /// \copydoc philox4x32_10_engine::type()
    static constexpr rocrand_rng_type type()
    {
        return ROCRAND_RNG_QUASI_SOBOL32;
    }

private:
    rocrand_generator m_generator;

    /// \cond
    template<class T>
    friend class ::rocrand_cpp::uniform_int_distribution;

    template<class T>
    friend class ::rocrand_cpp::uniform_real_distribution;

    template<class T>
    friend class ::rocrand_cpp::normal_distribution;

    template<class T>
    friend class ::rocrand_cpp::lognormal_distribution;

    template<class T>
    friend class ::rocrand_cpp::poisson_distribution;
    /// \endcond
};

/// \cond
template<unsigned int DefaultNumDimensions>
constexpr typename sobol32_engine<DefaultNumDimensions>::dimensions_num_type
sobol32_engine<DefaultNumDimensions>::default_num_dimensions;
/// \endcond

/// \typedef philox4x32_10;
/// \brief Typedef of rocrand_cpp::philox4x32_10_engine PRNG engine with default seed (#ROCRAND_PHILOX4x32_DEFAULT_SEED).
typedef philox4x32_10_engine<> philox4x32_10;
/// \typedef xorwow
/// \brief Typedef of rocrand_cpp::xorwow_engine PRNG engine with default seed (#ROCRAND_XORWOW_DEFAULT_SEED).
typedef xorwow_engine<> xorwow;
/// \typedef mrg32k3a
/// \brief Typedef of rocrand_cpp::mrg32k3a_engine PRNG engine with default seed (#ROCRAND_MRG32K3A_DEFAULT_SEED).
typedef mrg32k3a_engine<> mrg32k3a;
/// \typedef mtgp32
/// \brief Typedef of rocrand_cpp::mtgp32_engine PRNG engine with default seed (0).
typedef mtgp32_engine<> mtgp32;
/// \typedef sobol32
/// \brief Typedef of rocrand_cpp::sobol32_engine PRNG engine with default number of dimensions (1).
typedef sobol32_engine<> sobol32;

/// \typedef default_random_engine
/// \brief Default random engine.
typedef xorwow default_random_engine;

/// \typedef random_device
///
/// \brief A non-deterministic uniform random number generator,
/// see <a href="http://en.cppreference.com/w/cpp/numeric/random/random_device">std::random_device</a>.
///
/// rocrand_cpp::random_device is non-deterministic uniform random number generator,
/// or a pseudo-random number engine if there is no support for non-deterministic
/// random number generation. It's implemented as a typedef of
/// <a href="http://en.cppreference.com/w/cpp/numeric/random/random_device">std::random_device</a>.
///
/// For practical use rocrand_cpp::random_device is generally only used to seed a PRNG
/// such as \ref rocrand_cpp::mtgp32_engine.
///
/// Example:
/// \code
/// #include <rocrand.hpp>
///
/// int main()
/// {
///     const size_t size = 8192;
///     unsigned int * output;
///     hipMalloc(&output, size * sizeof(unsigned int));
///
///     rocrand_cpp::random_device rd;
///     rocrand_cpp::mtgp32 engine(rd()); // seed engine with a real random value, if available
///     rocrand_cpp::normal_distribution<float> dist(0.0, 1.5);
///     dist(engine, output, size);
/// }
/// \endcode
typedef std::random_device random_device;

/// \brief Returns rocRAND version.
/// \return rocRAND version number as an \p int value.
inline int version()
{
    int x;
    rocrand_status status = rocrand_get_version(&x);
    if(status != ROCRAND_STATUS_SUCCESS)
    {
        throw rocrand_cpp::error(status);
    }
    return x;
}

/// @} // end of group rocrandhostcpp

} // end namespace rocrand_cpp

#endif // #if __cplusplus >= 201103L
#endif // ROCRAND_HPP_