代码搜索:approximations

找到约 157 项符合「approximations」的源代码

代码结果 157
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m approximations.m

% approximations: Exact inference for Gaussian process classification is % intractable, and approximations are necessary. Different approximation % techniques have been implemented, which all rely on
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cc tst_binomial_approximations.cc

// file tst_binomial.cc // author: Bernt A Odegaard void test_binomial_pricing(){ cout
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m diff2_neumann_bcs_4thorder.m

function [xzz_z0,xzz_zL]=diff2_neumann_bcs_4thorder(z0,zL,x,xz_z0,xz_zL,n0,nL) %... %... Authors: A. Vande Wouwer, P. Saucez, W.E. Schiesser (2002) %... %... function diff2_neumann_bcs_4th
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m six_point_uni_neumann_bc.m

function [xzz_z0,xzz_zL]=six_point_uni_neumann_bc(z0,zL,x,xz_z0,xz_zL,n0,nL) %... %... Authors: W.E. Schiesser, P. Saucez and A. Vande Wouwer %... Copyrigth 2002 %... %... function six_p
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mht matlab file least-squares polynomial approximations.mht

From: Subject: Matlab File: Least-squares polynomial approximations Date: Thu, 12 Apr 2007 11:50:14 +0800 MIME-Version: 1.0 Content-Type: multipart/related; ty
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m weights.m

function [w]=weights(zd,zs,ns,m) %... %... weighting coefficients for finite difference approximations, computed %... by an algorithm of B. Fornberg (1,2), are used in the following %... app
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m romberg.m

function R = romberg(f, a, b, n) format long % ROMBERG -- Compute Romberg table integral approximation. % % SYNOPSIS: % R = romberg(f, a, b, n) % % DESCRIPTION: % Computes the complete
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m contfracfeval.m

function out = contfracfeval (a, b, n, x) % out = contfraceval (a, b, n, x) % This function evaluates at point x % the continued fraction expansion of a function % given by a = [a0 a1 a2 a3...]
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m termsum.m

function [ ydot, stepBound ] = termSum(t, y, schemeData) % termSum: Combine a collection of spatial HJ term approximations. % % [ ydot, stepBound ] = termSum(t, y, schemeData) % % This function i
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m checkequivalentapprox.m

function [ relError, absError ] = checkEquivalentApprox(approx1, approx2,bound) % checkEquivalentApprox: Checks two derivative approximations for equivalence. % % [ relError, absError ] = checkEq