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Once this C is found, denote A.Inverse[C] by R i-th row of Y by yi i-th column of R by ri i-th row of N by Ni (i-th, i-th) entry of D by Di standard normal accumulated distribution function by Normal we have: E[Exp[A.X], {B.X < =k}] = E[Exp[R.Y], {y1 < =k}] = E[Exp[r1.y1], {y1 < =k}]E[Exp[r2.y2]]E[Exp[r3.y3]]...E[Exp[rn.yn]] = Normal[(k-(N1+D1.r1))/Sqrt[D1]].Exp[N1.r1 + 1/2 r1^2.D1].Exp[N2.r2 + 1/2 r2^2.D2]...Exp[Nn.rn +...
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Ashlen 1 +2 -2 2023-01-09 06:16 forgot to import/require Ashlen 1 +1 -0 2023-01-09 06:08 minor edit Ashlen 1 +2 -2 2023-01-09 06:06 less verbose way of writing map equivalent Ashlen 2 +4 -4 2023-01-09 06:00 fix semicolon keymaps; move autocmds to autocmds.lua Ashlen 2 +19 -18 2023-01-09 05:54 change comments to desc Ashlen 1 +40 -18 2023-01-09 05:43 replace four filetype autocmds with lua counterpart...
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