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lvjian8596木虫 (小有名气)
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【分享】numerical recipes in fortran 77 and 90
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下载后解压即可，网页模式，非常方便 希望对大家有用！ http://d.namipan.com/d/NR_F210a_win.exe/4ddfbf79539cbb40d34f6dd003d443a6bbb98bf800620c00 Chapter 1 # [1.0] flmoon calculate phases of the moon by date (example) # [1.1] julday Julian Day number from calendar date (example) # [1.1] badluk Friday the 13th when the moon is full # [1.1] caldat calendar date from Julian day number (example) Chapter 2 # [2.1] gaussj Gauss-Jordan matrix inversion and linear equation solution (example) # [2.3] ludcmp linear equation solution, LU decomposition (example) # [2.3] lubksb linear equation solution, backsubstitution (example) # [2.4] tridag solution of tridiagonal systems (example) # [2.4] banmul multiply vector by band diagonal matrix (example) # [2.4] bandec band diagonal systems, decomposition (example) # [2.4] banbks band diagonal systems, backsubstitution # [2.5] mprove linear equation solution, iterative improvement (example) ！ # [2.6] svbksb singular value backsubstitution (example) # [2.6] svdcmp singular value decomposition of a matrix (example) # [2.6] pythag calculate (a^2+b^2)^\{1/2\} without overflow # [2.7] cyclic solution of cyclic tridiagonal systems (example) # [2.7] sprsin convert matrix to sparse format # [2.7] sprsax product of sparse matrix and vector # [2.7] sprstx product of transpose sparse matrix and vector # [2.7] sprstp transpose of sparse matrix # [B2] sprsdiag extract diagonal of sparse matrix # [2.7] linbcg biconjugate gradient solution of sparse systems (example) # [2.7] snrm used by linbcg for vector norm # [2.7] atimes used by linbcg for sparse multiplication # [2.7] asolve used by linbcg for preconditioner # [2.8] vander solve Vandermonde systems (example) # [2.8] toeplz solve Toeplitz systems (example) # [2.9] choldc Cholesky decomposition # [2.9] cholsl Cholesky backsubstitution (example) # [2.10] qrdcmp QR decomposition (example) # [2.10] qrsolv QR backsubstitution (example) # [2.10] rsolv right triangular backsubstitution # [2.10] qrupdt update a QR decomposition (example) # [2.10] rotate Jacobi rotation used by qrupdt Chapter 3 # [3.1] polint polynomial interpolation (example) # [3.2] ratint rational function interpolation (example) # [3.3] spline construct a cubic spline (example) # [3.3] splint cubic spline interpolation (example) # [3.4] locate search an ordered table by bisection (example) # [3.4] hunt search a table when calls are correlated (example) # [3.5] polcoe polynomial coefficients from table of values (example) # [3.5] polcof polynomial coefficients from table of values (example) # [3.6] polin2 two-dimensional polynomial interpolation (example) # [3.6] bcucof construct two-dimensional bicubic (example) # [3.6] bcuint two-dimensional bicubic interpolation (example) # [3.6] splie2 construct two-dimensional spline (example) # [3.6] splin2 two-dimensional spline interpolation (example) .... .... .... 以下略 [ Last edited by lvjian8596 on 2009-7-3 at 15:03 ] |
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