Compatible Android
This commit is contained in:
Andros Fenollosa
@ -0,0 +1,278 @@
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local funcstring =
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[[
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get_work_dim() Returns the number of dimensions in use
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get_global_size(uint dimindx) Returns the number of global work-items specified for dimension identified by dimindx
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get_global_id(uint dimindx) Returns the unique global work-item ID value for dimension identified by dimindx
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get_local_size(uint dimindx) Returns the number of local work-items specified in dimension identified by dimindx
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get_local_id(uint dimindx) Returns the unique local work-item ID i.e. a work-item within a specific work-group for dimension identified by dimindx.
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get_num_groups(uint dimindx) Returns the number of work-groups that will execute a kernel for dimension identified by dimindx
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get_group_id(uint dimindx) Returns the work-group ID
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acos(gentype) Arc cosine function
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acosh(gentype) Inverse hyperbolic cosine
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acospi(gentype) Compute acos (x) / PI
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asin(gentype) Arc sine function
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asinh(gentype) Inverse hyperbolic sine
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asinpi(gentype x) Compute asin (x) / PI
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atan(gentype y_over_x) Arc tangent function
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atan2(gentype y, gentype x) Arc tangent of y / x
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atanh(gentype) Hyperbolic arc tangent.
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atanpi(gentype x) Compute atan (x) / PI
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atan2pi(gentype y, gentype x) Compute atan2 (y, x) / PI
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cbrt(gentype) Compute cube-root
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ceil(gentype) Round to integral value using the round to +ve infinity rounding mode
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copysign(gentype x, gentype y) Returns x with its sign changed to match the sign of y
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cos(gentype) Compute cosine
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cosh(gentype) Compute hyperbolic consine
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cospi(gentype x) Compute cos (PI*x)
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erfc(gentype) Complementary error function
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erf(gentype) Error function encountered in integrating the normal distribution
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exp(gentype x) Compute the base- e exponential of x
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exp2(gentype) Exponential base 2 function
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exp10(gentype) Exponential base 10 function
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expm1(gentype x) Compute e^x - 1.0
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fabs(gentype) Compute absolute value of a floating-point number
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fdim(gentype x, gentype y) x - y if x > y, +0 if x is less than or equal to y
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floor(gentype) Round to integral value using the round to –ve infinity rounding mode
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fma(gentype a, gentype b, gentype c) Returns the correctly rounded floating-point representation of the sum of c with the infinitely precise product of a and b
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fmax(gentype x, gentype y) Returns y if x < y, otherwise it returns x
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fmin(gentype x, gentype y) Returns y if y < x, otherwise it returns x
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fmod(gentype x, gentype y) Modulus. Returns x – y * trunc (x/y)
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fract(gentype x, gentype *iptr) Returns fmin( x – floor (x), 0x1.fffffep-1f ).
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frexp(gentype x, intn *exp) Extract mantissa and exponent from x
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hypot(gentype x, gentype y) Compute the value of the square root of x2+y2
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ilogb(gentype x) Return the exponent as an integer value
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ldexp(gentype x, intn n) Multiply x by 2 to the power n
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lgamma(gentype x) Returns the natural logarithm of the absolute value of the gamma function
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lgamma_r(gentype x, intn *signp) Returns the natural logarithm of the absolute value of the gamma function
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log(gentype) Compute natural logarithm
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log2(gentype) Compute a base 2 logarithm
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log10(gentype) Compute a base 10 logarithm
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log1p(gentype x) Compute loge(1.0 + x)
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logb(gentype x) Compute the exponent of x, which is the integral part of logr|x|
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mad(gentype a, gentype b, gentype c) Approximates a * b + c.
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modf(gentype x, gentype *iptr) Decompose a floating-point number
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nan(uintn nancode) Returns a quiet NaN
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nextafter(gentype x, gentype y) Computes the next representable single-precision floating-point value following x in the direction of y.
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pow(gentype x, gentype y) Compute x to the power y
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pown(gentype x, intn y) Compute x to the power y, where y is an integer
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powr(gentype x, gentype y) Compute x to the power y, where x is >= 0
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remainder(gentype x, gentype y) r = x - n*y, where n is the integer nearest the exact value of x/y
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remquo(gentype x, gentype y, intn *quo) r = x - n*y, where n is the integer nearest the exact value of x/y
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rint(gentype) Round to integral value (using round to nearest even rounding mode)
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rootn(gentype x, intn y) Compute x to the power 1/y
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round(gentype x) Return the integral value nearest to x rounding halfway cases away from zero
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rsqrt(gentype) Compute inverse square root
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sin(gentype) Compute sine
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sincos(gentype x, gentype *cosval) Compute sine and cosine of x
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sinh(gentype) Compute hyperbolic sine.
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sinpi(gentype x) Compute sin (PI*x)
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sqrt(gentype) Compute square root
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tan(gentype) Compute tangent
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tanh(gentype) Compute hyperbolic tangent
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tanpi(gentype x) Compute tan (PI*x)
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tgamma(gentype) Compute the gamma function
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trunc(gentype) Round to integral value using the round to zero
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abs(gentype x) Returns |x|
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abs_diff(gentype x, gentype y) Returns |x – y| without modulo overflow
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add_sat(gentype x, gentype y) Returns x + y and saturates the result
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hadd(gentype x, gentype y) Returns (x + y) >> 1
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rhadd(gentype x, gentype y) Returns (x + y + 1) >> 1
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clz(gentype x) Returns the number of leading 0-bits in x, starting at the most significant bit position.
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mad_hi(gentype a, gentype b, gentype c) Returns mul_hi(a, b) + c
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mad_sat(gentype a, gentype b, gentype c) Returns a * b + c and saturates the result
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max(gentype x, gentype y) Returns y if x < y, otherwise it returns x
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min(gentype x, gentype y) Returns y if y < x, otherwise it returns x
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mul_hi(gentype x, gentype y) Computes x * y and returns the high half of the product of x and y
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rotate(gentype v, gentype i)
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sub_sat(gentype x, gentype y) Returns x - y and saturates the result
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upsample(charn hi, ucharn lo) result[i] = ((short)hi[i] << 8) | lo[i]
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mad24(gentype x, gentype y, gentype z)
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mul24(gentype x, gentype y)
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clamp(gentype x, gentype minval, gentype maxval) Returns fmin(fmax(x, minval), maxval)
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degrees(gentype radians) Converts radians to degrees
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max(gentype x, gentype y)
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min(gentype x, gentype y)
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mix(gentype x, gentype y, gentype a) Returns the linear blend of x&y: x + (y – x) * a
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radians(gentype degrees) Converts degrees to radians
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step(gentype edge, gentype x) Returns 0.0 if x < edge, otherwise it returns 1.0
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smoothstep(genType edge0, genType edge1, genType x)
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sign(gentype x)
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cross(float4 p0, float4 p1) Returns the cross product of p0.xyz and p1.xyz.
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dot(gentype p0, gentype p1) Compute dot product
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distance(gentype p0, gentype p1) Returns the distance between p0 and p1
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length(gentype p) Return the length of vecto
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normalize(gentype p) Returns a vector in the same direction as p but with length of 1.
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fast_distance(gentype p0, gentype p1) Returns fast_length(p0 – p1).
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fast_length(gentype p) Returns the length of vector
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fast_normalize(gentype p) Returns a vector in the same direction as p but with length of 1.
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read_imagef(image2d_t image, sampler_t sampler, int2 coord)
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read_imagei(image2d_t image, sampler_t sampler, int2 coord)
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read_imageui(image2d_t image, sampler_t sampler, int2 coord)
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write_imagef(image2d_t image, int2 coord, float4 color)
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write_imagei(image2d_t image, int2 coord, int4 color)
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write_imageui(image2d_t image, int2 coord, unsigned int4 color)
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get_image_width(image2d_t image)
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get_image_width(image3d_t image)
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get_image_height(image2d_t image)
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get_image_height(image3d_t image)
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get_image_channel_data_type(image2d_t image)
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get_image_channel_data_type(image3d_t image)
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get_image_channel_order(image2d_t image)
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get_image_channel_order(image3d_t image)
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get_image_dim(image2d_t image)
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get_image_dim(image3d_t image)
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barrier(cl_mem_fence_flags flags) All work-items in a work-group executing the kernel must execute this function before any are allowed to continue execution beyond the barrier.
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mem_fence(cl_mem_fence_flags flags) Orders loads and stores of a work-item executing a kernel.
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read_mem_fence(cl_mem_fence_flags flags) Read memory barrier that orders only loads.
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write_mem_fence(cl_mem_fence_flags flags) Write memory barrier that orders only stores.
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async_work_group_copy(gentype *dst, const gentype *src, size_t num_elements, event_t event) Perform an async copy of num_elements gentype elements from src to dst.
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wait_group_events(int num_events, event_t *event_list) Wait for events that identify the async_work_group_copy operations to complete.
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prefetch(const __global gentype *p, size_t num_elements) Prefetch num_elements * sizeof(gentype) bytes into the global cache.
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vload2(size_t offset, const type *p) Read vector data from memory
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vload4(size_t offset, const type *p) Read vector data from memory
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vload8(size_t offset, const type *p) Read vector data from memory
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vload16(size_t offset, const type *p) Read vector data from memory
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vstore2(type2 data, size_t offset, type *p) Write vector data to memory
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vstore4(type4 data, size_t offset, type *p) Write vector data to memory
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vstore8(type8 data, size_t offset, type *p) Write vector data to memory
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vstore16(type16 data, size_t offset, type *p) Write vector data to memory
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]]
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local function fn (description)
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local description2,returns,args = description:match("(.+)%-%s*(%b())%s*(%b())")
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if not description2 then
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return {type="function",description=description,
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returns="(?)"}
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end
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return {type="function",description=description2,
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returns=returns:gsub("^%s+",""):gsub("%s+$",""), args = args}
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end
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local function val (description)
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return {type="value",description = description}
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end
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-- docs
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local api = {
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}
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local convtypes = [[bool char uchar short ushort int uint long ulong float double]]
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local convout = {}
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for i in convtypes:gmatch("([%w_]+)") do
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local suffix = {"","_rte","_rtz","_rtp","_rtn"}
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for k,t in ipairs(suffix) do
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table.insert(convout,"convert_"..i..t)
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table.insert(convout,"convert_"..i.."_sat"..t)
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local vectors = {2,4,8,16}
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for n,v in ipairs(vectors) do
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table.insert(convout,"convert_"..i..v..t)
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table.insert(convout,"convert_"..i..v.."_sat"..t)
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end
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end
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end
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convout = table.concat(convout, " ")
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local astypes = [[int uint uchar ushort float double size_t ptrdiff_t intptr_t uintptr_t
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long ulong char short unsigned
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float2 float4 float8 float16
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double2 double4 double8 double16
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char2 char4 char8 char16
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uchar2 uchar4 uchar8 uchar16
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short2 short4 short8 short16
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ushort2 ushort4 ushort8 ushort16
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int2 int4 int8 int16
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uint2 uint4 uint8 uint16
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long2 long4 long8 long16
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ulong2 ulong4 ulong8 ulong16]]
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local astypeout = {}
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for i in astypes:gmatch("([%w_]+)") do
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table.insert(astypeout, "as_"..i)
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end
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astypeout = table.concat(astypeout, " ")
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local keyw = astypeout.." "..convout.." "..[[
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int uint uchar ushort half float bool double size_t ptrdiff_t intptr_t uintptr_t void
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long ulong char short unsigned
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half2 half4 half8 half16
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float2 float4 float8 float16
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double2 double4 double8 double16
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char2 char4 char8 char16
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uchar2 uchar4 uchar8 uchar16
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short2 short4 short8 short16
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ushort2 ushort4 ushort8 ushort16
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int2 int4 int8 int16
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uint2 uint4 uint8 uint16
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long2 long4 long8 long16
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ulong2 ulong4 ulong8 ulong16
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image2d_t image3d_t sampler_t event_t cl_image_format
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struct typedef void const
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return switch case for do while if else break continue volatile
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CLK_A CLK_R CLK_RG CLK_RGB CLK_RGBA CLK_ARGB CLK_BGRA CLK_INTENSITY CLK_LUMINANCE
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MAXFLOAT HUGE_VALF INFINITY NAN
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CLK_LOCAL_MEM_FENCE CLK_GLOBAL_MEM_FENCE
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CLK_SNORM_INT8
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CLK_SNORM_INT16
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CLK_UNORM_INT8
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CLK_UNORM_INT16
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CLK_UNORM_SHORT_565
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CLK_UNORM_SHORT_555
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CLK_UNORM_SHORT_101010
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CLK_SIGNED_INT8
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CLK_SIGNED_INT16
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CLK_SIGNED_INT32
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CLK_UNSIGNED_INT8
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CLK_UNSIGNED_INT16
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CLK_UNSIGNED_INT32
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CLK_HALF_FLOAT
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CLK_FLOAT
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__FILE__ __LINE__ __OPENCL_VERSION__ __ENDIAN_LITTLE__
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__ROUNDING_MODE__ __IMAGE_SUPPORT__ __FAST_RELAXED_MATH__
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__kernel kernel __attribute__ __read_only __write_only read_only write_only
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__constant constant __local local __global global __private private
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vec_type_hint work_group_size_hint reqd_work_group_size
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aligned packed endian host device
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async_work_group_copy wait_group_events prefetch
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clamp min max degrees radians sign smoothstep step mix
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mem_fence read_mem_fence write_mem_fence
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cross prod distance dot length normalize fast_distance fast_length fast_normalize
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read_image write_image get_image_width get_image_height get_image_depth
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get_image_channel_data_type get_image_channel_order
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get_image_dim
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abs abs_diff add_sat clz hadd mad24 mad_hi mad_sat
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mul24 mul_hi rhadd rotate sub_sat upsample
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read_imagei write_imagei read_imageui write_imageui
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read_imagef write_imagef
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isequal isnotequal isgreater isgreaterequal isless islessequal islessgreater
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isfinite isinf isnan isnormal isordered isunordered signbit any all bitselect select
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acos acosh acospi asin asinh asinpi atan atan2 atanh atanpi atan2pi
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cbrt ceil copysign cos half_cos native_cos cosh cospi half_divide native_divide
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erf erfc exp half_exp native_exp exp2 half_exp2 native_exp2 exp10 half_exp10 native_exp10
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expm1 fabs fdim floor fma fmax fmin fmod fract frexp hypot ilogb
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ldexp lgamma lgamma_r log half_log native_log log2 half_log2 native_log2
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log10 half_log10 native_log10 log1p logb mad modf nan nextafter
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pow pown powr half_powr native_powr half_recip native_recip
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remainder remquo rint round rootn rsqrt half_rsqrt native_rsqrt
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sin half_sin native_sin sincos sinh sinpi sqrt half_sqrt native_sqrt
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tan half_tan native_tan tanh tanpi tgamma trunc
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barrier
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vload2 vload4 vload8 vload16
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vload_half vload_half2 vload_half4 vload_half8 vload_half16 vloada_half4 vloada_half8 vloada_half16
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vstore2 vstore4 vstore8 vstore16
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vstore_half vstore_half2 vstore_half4 vstore_half8 vstore_half16 vstorea_half4 vstorea_half8 vstorea_half16
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get_global_id get_global_size get_group_id get_local_id get_local_size get_num_groups get_work_dim
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]]
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-- keywords - shouldn't be left out
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for w in keyw:gmatch("([a-zA-Z_0-9]+)") do
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api[w] = {type="keyword"}
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end
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return api
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