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BandLanczosMethod
Downloaded:0
BandLanczosMethod
Date
: 2025-06-28
Size
: 3kb
User
:
杨咏漪
Truss1
Downloaded:0
vb write unit plane truss finite element program, very helpful for beginners
Date
: 2025-06-28
Size
: 6kb
User
:
杨咏漪
Module
Downloaded:0
Concrete non-linear finite element source, a very professional program, very helpful for people who care about
Date
: 2025-06-28
Size
: 3kb
User
:
杨咏漪
FFT
Downloaded:0
Fast Fourier transform algorithm for Delphi.
Date
: 2025-06-28
Size
: 387kb
User
:
Serg
AnswerOfCUMCM
Downloaded:0
Undergraduate Mathematical Contest in Modeling algorithm matlab simulation of previous answers
Date
: 2025-06-28
Size
: 15kb
User
:
yulei
Cshuzhisuanfa
Downloaded:0
Classical C-numerical algorithm, including the Lagrange, Newton' s interpolation polynomial, Newton' s iterative formula, Newton' s iterative formula, iterative Jacobian
Date
: 2025-06-28
Size
: 3kb
User
:
邵宝胜
armstorso.tar
Downloaded:0
kalman track code demo program
Date
: 2025-06-28
Size
: 469kb
User
:
ramkumar
Random
Downloaded:0
The file contains a C++ class for generating random numbers in the range 0..NTAB-1
Date
: 2025-06-28
Size
: 1kb
User
:
agur
OVSFCodeGenerator
Downloaded:0
OVSF code generator: The function ovsf_code_generator takes a vector of spreading factors which OVSF codes are required followed by an integer specifying the number of elements in that vector. The function returns a vect
Date
: 2025-06-28
Size
: 2kb
User
:
agur
RectangularInterleave
Downloaded:0
Rectangular Interleave ia a C++ object for performing rectangular interleaving. Can either specify the numbers of rows and columns for interleaving or just the sizeof the interleaver and allow it to construct the squares
Date
: 2025-06-28
Size
: 1kb
User
:
agur
Hexagon
Downloaded:0
Hexagon is a C++ function that returns a complex number which represents a randomly distributed location within a hexagon. The orientation of the hexagon is with vertical sides, where R is the radius supplied to the func
Date
: 2025-06-28
Size
: 2kb
User
:
agur
solve_newton
Downloaded:0
This procedure uses the Euler method to improve the differential equation dy = x+ exp (y), [0,1]. The course of using the Newton iterative method for the simple roots, to avoid the red tape to deal with the application o
Date
: 2025-06-28
Size
: 2kb
User
:
kevin
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.07
.08
.09
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2712
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.14
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.16
.17
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3400
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