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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m im2jpeg.m

function y = im2jpeg(x, quality) %IM2JPEG Compresses an image using a JPEG approximation. % Y = IM2JPEG(X, QUALITY) compresses image X based on 8 x 8 DCT % transforms, coefficient quantization
www.eeworm.com/read/163913/10140057

m disfrct.m

function y = Disfrct(f,a,p) % Computes discrete fractional cosine transform % of order a of vector f % p (optional) is order of approximation, default N/2 % S-C Pei, M-H Yeh, IEEE Tr SP 49(6)2001, pp.
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txt mls.txt.txt

function [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x, dm, wtype, para) % SHAPE FUNCTION OF 1D MLS APPROXIMATION % % SYNTAX: [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x,
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m im2jpeg.m

function y = im2jpeg(x, quality) %IM2JPEG Compresses an image using a JPEG approximation. % Y = IM2JPEG(X, QUALITY) compresses image X based on 8 x 8 DCT % transforms, coefficient quantization
www.eeworm.com/read/468894/6981440

m reduce_plant_model.m

function [rsys,k,theta,tau1,tau2] = reduce_plant_model(sys, order) % REDUCE_PLANT_MODEL Returns a first- or second-order time delay model as % a low-order approximation of a system model by applyin
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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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m heqrip2.m

function h = heqrip2(L,x,wprot,IP); % HEQRIP2 % MATLAB m-file for fractional delay approximation % Initialization ofr EQUIRIPPLE DESIGN % Format: h = heqrip2(L,x,wprot,IP) % Input: L = filter len
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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: ;
www.eeworm.com/read/326135/13163247

m im2jpeg.m

function y = im2jpeg(x, quality) %IM2JPEG Compresses an image using a JPEG approximation. % Y = IM2JPEG(X, QUALITY) compresses image X based on 8 x 8 DCT % transforms, coefficient quantization
www.eeworm.com/read/136697/13365280

m fuz_mul.m

function f = fuz_mul(f1,f2) % f=fuz_mul(f1,f2) % % Multiplication of two fuzzy intervalls (numbers) in LR-representation. % (approximation - Dubois and Prade). % The formula is as more precise as "sh