📄 lognormpdfvar.m
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% function logp = lognormpdfVar(val,myMu,var)%% returns the log(normalpdf), efficiently, in 1D, given the variance%% **NOT THE LOG-NORMAL, but log(N(val|myMu,var))%% if val is a vector, then the result is also a vector% see also lognormpdffunction logp = lognormpdfVar(val,myMu,myVar)LOGSQRT2PI=0.91893853320467266954;logp = -LOGSQRT2PI -0.5*log(myVar) - 0.5*(val-myMu).^2/myVar;
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