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Algoritmos del filtro extendido de kalman
Date : 2025-09-13 Size : 5kb User : Smith

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In this paper, a fast algorithm of mathematical morphology erosion and dilation operation for 3×3 neighborhood structuring element with 4-connectivity or 8-connectivity is presented. Regions are marked with line segment
Date : 2025-09-13 Size : 7.53mb User : Cyy

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Contains a set of N elements arbitrarily divided into K blocks.
Date : 2025-09-13 Size : 3kb User : zeng

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A simple and practical fortran code, it allows users to achieve a free writing input function to some extent in a fortran enviroment. The specific using method is described in the comments of the code.
Date : 2025-09-13 Size : 6kb User : 胡义勇

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Calculation of oil-water two-phase displacement, can clearly be seen that the displacement effect
Date : 2025-09-13 Size : 3kb User : zeng

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Newton method and the dichotomy can be easily used for solving nonlinear equations
Date : 2025-09-13 Size : 4kb User : zeng

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The simple example MOLECULAR DYNAMICS procedures can run the one-dimensional the Li2 molecule or H2 molecule dynamics calculation process.
Date : 2025-09-13 Size : 2kb User : 胡义勇

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Optimization algorithm is very practical algorithm, variable metric optimization method
Date : 2025-09-13 Size : 2kb User : zeng

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Penalty function method optimization algorithm can solve the extremum constraints
Date : 2025-09-13 Size : 2kb User : zeng

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This code uses the Chebyshev method for one-dimensional fitting data. The program allows you to manually select the number of fitting parameters. The program can also output fitting precision parameters.
Date : 2025-09-13 Size : 1kb User : 胡义勇

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The steepest descent method in the root of the large coefficient matrix linear equation. Just a sample of the code.
Date : 2025-09-13 Size : 2kb User : 胡义勇

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Conjugate gradient method to calculate the linear equations of the code. The section of code uses the the F90 style of writing. Note conjugate gradient method is only applicable to symmetric positive definite matrix.
Date : 2025-09-13 Size : 2kb User : 胡义勇
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