代码搜索:Approximation

找到约 1,542 项符合「Approximation」的源代码

代码结果 1,542
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vfb strela.order2.2x2.3-5.vfb

VFB0.17 # # Strela.Order2.2x2.3-5.vfb # # Biorothogonal multiwavelet coefficient matrices, obtained from a # Hermite cubic filter. Approximation order 2. # 1 2 4 0 0.0000000e+00 0.0000000e+
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h signal.h

#ifndef _BSD_SIGNAL_H #define _BSD_SIGNAL_H /* make sure we get BSD style signals (that don't need to be reset) */ #define __USE_BSD_SIGNAL #include_next /* use rough approximation of si
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c draw.c

#include #include #include #include #include extern Pool* imagmem; int drawdebug; static int tablesbuilt; /* perfect approximation to NTSC = .299r+.587g+
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svn-base dualmaxsparsekernelapprox.m.svn-base

function b = dualMaxSparseKernelApprox(K, Kj, Y, Yj) %Find the sparse direction that is the best approximation of the kernel %matrix. This is given by max 2b'KKKKb/b'K^2b - (b'KKKb/b'K^2b)^2. %Her
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m dualmaxsparsekernelapprox.m

function b = dualMaxSparseKernelApprox(K, Kj, Y, Yj) %Find the sparse direction that is the best approximation of the kernel %matrix. This is given by max 2b'KKKKb/b'K^2b - (b'KKKb/b'K^2b)^2. %Her
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asm sine_cos.asm

; ; sine_cos: 16-bit sine(x) and cos(x) approximation function ; ; Entry: T0 = x, in the range of [-pi=0x8000 pi=0x7fff] ; AR0 -> Pointer ; Return: None ; Update: ;
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txt test9_tcl.txt

# QMG test 9: an object like a hex nut with a triangular crack. # Make the brep 'from scratch'. # get a 6-segment circle approximation. global PI global gm_brep_type_code gmset {nodes1 scrap} [gm_c
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tcl test9.tcl

# QMG test 9: an object like a hex nut with a triangular crack. # Make the brep 'from scratch'. # get a 6-segment circle approximation. global PI global gm_brep_type_code gmset {nodes1 scrap} [gm_c
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txt test9_tcl.txt

# QMG test 9: an object like a hex nut with a triangular crack. # Make the brep 'from scratch'. # get a 6-segment circle approximation. global PI global gm_brep_type_code gmset {nodes1 scrap} [gm_c
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m del2_5pt.m

function [output]=del2_5pt(input,delx) % DEL2_5PT ... compute the 5 point Laplacian % % [output]=del2_5pt(input,delx) % % DEL2_5PT computes the 5 point approximation to the laplacian operator of