1 04/21/75 TSS FORTRAN 2 3 The following is a list of the fortran modules on the 4 tss_fortran_ library. 5 6 ampb1 ampb2 anpf beta corrl2 eig1 eigsr 7 errf flat gasp gaspsamp kilter linefit lineq 8 lnprog maxflow mreg1 mtinv mtmpy orpol plot 9 rkpb1 rkpb2 rndnrm secant shortest smlrp stat 10 tdist 11 12 13 The following is a list and brief description of the fortran 14 modules on the tss_fortran_ library. 15 16 ampb1 computes the derivative and store the functions 17 and derivatives at each step of the integration. 18 19 ampb2 integrates to the next step. The values of the 20 functions and derivatives at the next step will be 21 stored. 22 23 anpf This fortran function computes the probability that 24 the normal distributed random variable with a mean 25 and standard deviation lies between two specified 26 numbers. 27 28 beta This fortran function will evaluate the cumulative 29 probabilities and percentage points of the Beta 30 distribution. 31 32 corrl2 This fortran program measures the association 33 between two sets of N elements each by the 34 Spearman-Rank Correlation Coeficient. 35 36 eig1 This fortran subroutine finds the Eigenvalues and 37 Eigenvectors of a real symmetric matrix by the 38 JACOBI-CORBATO method. It is used by eigsr. 39 40 eigsr This fortan program computes the Eigenvalues and 41 Eigenvectors of a real symmetric matrix. It uses 42 the subroutine eig1. 43 44 45 errf This fortran function evaluate the error function or 46 its complement. 47 48 flat This is a function subroutine calculates random 49 numbers having a uniform distribution. 50 51 gasp is a set of fortran subroutines that provide the 52 programmer with a fortran-based simulation language, 53 used to simulate event-oriented systems. 54 55 gaspsamp is a demonstration program for gasp. It requires an 56 input date file. 57 58 kilter This fortran program solves minimal cost circulation 59 network problem using the out-of-kilter algorithm. 60 61 linefit This fortran subroutine finds the least squares line 62 to describe a set of data points. 63 64 lineq This fortran subroutine solves a system of 65 simultaneous linear equations with real 66 coefficients. 67 68 lnprog This fortran program computes the optimum solution 69 for linear programming problems. 70 71 maxflow This fortran program finds maximum flow from the 72 source node to the sink node in a directed network 73 using a maximum flow, minimum cut algorithm. 74 75 mreg1 This fortran program uses multiple regressions in an 76 attempt to curve fit observed data by the model: 77 78 y-ymean = a(1)(x(1)-x1mean) +...+ a(p)(x(p)-xpmean) 79 80 81 mtinv This fortran subroutine inverts a matrix and/or 82 solves linear systems by standard elimination. 83 84 mtmpy This fortran routine evaluates the product of two 85 matrices. 86 87 orpol This fortran program determines the least squares 88 coefficients. 89 90 plot This fortran subroutine plots a maximum of nine 91 curves simultaneously. 92 93 rkpb1 will compute the derivatives and store the functions 94 and derivatives at each step of the integration. 95 96 rkpb2 will integrate to the next step. The values of the 97 functions and derivatives at the next step will be 98 stored. 99 100 rndnrm This fortran function computes psuedo-randum numbers 101 having a normal distribution. 102 103 secant This fortran subroutine uses the secant method to 104 solve the nolinear system of equations F(X)=0 where 105 F and X are N dimensional vectors. 106 107 shortest This fortran program finds the shortest distance 108 from the initial node of a network to all other 109 nodes and indicates the path used to achieve those 110 distances. 111 112 smlrp SMLRP (Stepwise Multiple Linear Regression Program) 113 computes in a stepwise manner the least square 114 "best" value or the coefficients of an equation of 115 the form: 116 117 Y = B(0) + B(1)X(1) + B(2)X(2) + . . . + B(n)X(x) 118 119 stat This fortran program processes a series of data 120 points and computes several fundamental statistics 121 of the data. 122 123 tdist This fortran function evaluates cumulative 124 probabilities and percentage points of the 125 T-distribution (2-tail).