文件名称:DOPBoxV1_7
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解决离散正交多项式工具箱。离散正交多项式具有许多应用，如：在离散近似值 在ordinaty微分方程的解，特别是边值问题和初值问题。-This a toolbox for Diecrete Orthogonal Polynomials called the DOPbox. Discrete orthogonal polynomials have many applications, such as: in discrete approximations in the solution of ordinaty differential equations, in particular boundary value problems and initial value problems. For the generation of admissible functions etc.
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下载文件列表
DOPBoxV1-7
..........\readMeV1-7.txt
..........\DOPBoxV1-7.png
..........\Documentation
..........\.............\dopGenConstrained
..........\.............\.................\constrainedData.mat
..........\.............\.................\SturmLiouville1.m
..........\.............\.................\demo3DopGenConstrained.m
..........\.............\.................\html
..........\.............\.................\....\demo4DopGenConstrained_04.png
..........\.............\.................\....\SturmLiouville1.png
..........\.............\.................\....\demo2DopGenConstrained_02.png
..........\.............\.................\....\SturmLiouville1_eq72217.png
..........\.............\.................\....\demo3DopGenConstrained_03.png
..........\.............\.................\....\demo4DopGenConstrained_01.png
..........\.............\.................\....\demo2DopGenConstrained.png
..........\.............\.................\....\SturmLiouville1_eq61229.png
..........\.............\.................\....\ConstrainedPolys_01.png
..........\.............\.................\....\demo2DopGenConstrained_01.png
..........\.............\.................\....\demo3DopGenConstrained.png
..........\.............\.................\....\demo4DopGenConstrained_02.png
..........\.............\.................\....\demo4DopGenConstrained.png
..........\.............\.................\....\SturmLiouville1.html
..........\.............\.................\....\ConstrainedPolys_05.png
..........\.............\.................\....\SturmLiouville1_02.png
..........\.............\.................\....\ConstrainedPolys_04.png
..........\.............\.................\....\demo4DopGenConstrained_03.png
..........\.............\.................\....\ConstrainedPolys_02.png
..........\.............\.................\....\ConstrainedPolys.html
..........\.............\.................\....\demo2DopGenConstrained_03.png
..........\.............\.................\....\demo3DopGenConstrained.html
..........\.............\.................\....\demo3DopGenConstrained_02.png
..........\.............\.................\....\SturmLiouville1_01.png
..........\.............\.................\....\ConstrainedPolys_06.png
..........\.............\.................\....\ConstrainedPolys_eq61559.png
..........\.............\.................\....\demo3DopGenConstrained_01.png
..........\.............\.................\....\ConstrainedPolys_07.png
..........\.............\.................\....\demo4DopGenConstrained.html
..........\.............\.................\....\demo2DopGenConstrained.html
..........\.............\.................\....\ConstrainedPolys.png
..........\.............\.................\....\ConstrainedPolys_03.png
..........\.............\.................\....\demo2DopGenConstrained_04.png
..........\.............\.................\demo2DopGenConstrained.m
..........\.............\.................\ConstrainedPolys.m
..........\.............\.................\demo4DopGenConstrained.m
..........\.............\GettingStarted
..........\.............\..............\harkeroleary.bib
..........\.............\..............\Figures
..........\.............\..............\.......\cantileverFig.eps
..........\.............\..............\DOPboxGettingStarted.m
..........\.............\..............\dopFitData.mat
..........\.............\..............\arbitraryData.mat
..........\.............\..............\DOPboxGettingStarted.pdf
..........\.............\..............\interpolateData.mat
..........\.............\..............\approxLocalData.mat
..........\.............\BasisFunctionQuality
..........\.............\....................\gramSchmidt.pdf
..........\.............\....................\myBibliography.bib
..........\.............\....................\CPS.bib
..........\.............\....................\gramSchmidt.m
..........\.............\Examples
..........\.............\........\BVP1
..........\.............\........\....\harkeroleary.bib
..........\.............\........\....\demoBVP.pdf
..........\...........