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DEFINITION MODULE Confidence; (******************************************************************* Module Confidence (Version 1.0) Copyright (c) 1991-2006 by Andreas Fischlin and ETH Zurich. Purpose Computes confidence limits for various distributions. Remarks Confidence limits c are computed by the inverse of the following distribution function c Prob(x≤c) = F(c) = ∫ ƒ(x) dx -∞ i.e. -1 c = F (alfa) such that Prob(x≤c ) = F(c ) = alfa l l l respectively -1 c = F (alfa) such that Prob(x≥c ) = 1 - F(c ) = alfa r r r Programming o Design Andreas Fischlin 08/12/1991 o Implementation Andreas Fischlin 08/12/1991 ETH Zurich Systems Ecology CHN E 35.1 Universitaetstrasse 16 8092 Zurich SWITZERLAND URLs: <mailto:RAMSES@env.ethz.ch> <http://www.sysecol.ethz.ch> <http://www.sysecol.ethz.ch/SimSoftware/RAMSES> Last revision of definition: 08/12/1991 AF *******************************************************************) PROCEDURE FInvNormalStand(alfa: REAL): REAL; (* µ = 0, sigma = 1 *) PROCEDURE FInvNormal(mu,sigma,alfa: REAL): REAL; PROCEDURE FInvStudent(nu: INTEGER; alfa: REAL): REAL; PROCEDURE FInvChiSquare(nu: INTEGER; alfa: REAL): REAL; PROCEDURE FInvF(nu1,nu2: INTEGER; alfa: REAL): REAL; PROCEDURE FInvBinomial(k,N: INTEGER; alfa: REAL): REAL; PROCEDURE FInvPoisson(lambda: INTEGER; alfa: REAL): REAL; PROCEDURE FInvNegBinomial(mu,k: REAL; alfa: REAL): REAL; END Confidence.
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