代码搜索:solving

找到约 630 项符合「solving」的源代码

代码结果 630
www.eeworm.com/read/103672/15726800

for sqp.for

********************************************************************* * THIS PROGRAM IS FOR SOLVING THE NONLINEAR PROGRAM PROBLEM * * MINMIZE F(X) * * SUBJECT TO CI(X).EQ.0,I=1
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m optim3_d.m

% PURPOSE: An example of optimization % solving a time-varying parameter model % from Kim and Nelson pages 44-49 % %--------------------------------------------------- % USAG
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m gaussj.m

function X = gaussj(A,B) %--------------------------------------------------------------------------- %GAUSSJ Gauss-Jordan method for solving a linear system. % Trivial pivoting is used.
www.eeworm.com/read/319487/13450519

h matvec.h

/******************** matvec.h *************************** * This is a template library header file for manipulating and solving * matrices and vectors, whose entries can be int, float, double,
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h matvec.h

/******************** matvec.h *************************** * This is a template library header file for manipulating and solving * matrices and vectors, whose entries can be int, float, double,
www.eeworm.com/read/190346/5185650

repeated-merging

Here are two general schemes for solving the repeated merge problem: The Most Recent Common Ancestor approach (MRCA) ----------------------------------------------- In this scheme, you record a
www.eeworm.com/read/197608/7069697

makefile

# Makefile for cbook/03-Problem-Solving/programs # Created by the ExportAll facility # *************************************************************** PROGRAMS = \ count10 \ add10 \ addli
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makefile

# Makefile for cbook/03-Problem-Solving/programs # Created by the ExportAll facility # *************************************************************** PROGRAMS = \ count10 \ add10 \ addli
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makefile

# Makefile for cbook/03-Problem-Solving/programs # Created by the ExportAll facility # *************************************************************** PROGRAMS = \ count10 \ add10 \ addli
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hlp diff.hlp

SYMBOLIC MATHEMATICS Prolog can be used for solving symbolic and mathematical problems. Expressions can be modeled by composite objects. (In the program this is demonstrat