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Qij min(1,πjqji/πiqij) j 6= i qii X k6= i qik {1−min(1,πkqki/πiqik)} j = i Then π is a stationary distribution of the MetropolisHastings chain {} If Pij is irreducible and aperiodic, then π is also the limiting distribution Proof 21. ú À ú$ ò õ Þ ï ä Ó ¹ Í$Ó ± ý 3 X Ù $Ó Y U s þ ¸ ú À ú Ä à Ä à Û Ã ² ô ù ð þ ¸ )4 ú n ï Ü ¼ Û ñ ¸ 0Í æ õ å ð kÍ ý Ù ì Û Ñ è ¹ ª ú. The simplest case, apart from the trivial case of a constant function, is when y is a linear function of x, meaning that the graph of y is a line In this case, y = f(x) = mx b, for real numbers m and b, and the slope m is given by = =, where the symbol Δ is an abbreviation for "change in", and the combinations and refer to corresponding changes, ie.

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Dear friend probably in your question l, q, w, a is actually I,Q,W,A so the correct answer is N,V,B,D explanation If you see the other three options the difference between the alphabets is 7,5,3 respectively Ex In W,E,K,O difference between W a. W g b v y W X N C t C x g A o 19 N9 15 i j @ 2 ̌ C x g 9 15 i j A w Z5 E6 N Ώۂɑ 2 ̌ C x g J Â ܂ B. Í C Á ¦ Q p 9 = k 4 z i x U S ¥ k T 4 _ x a s £ ÷ 9 k 4 z i x U Q @ J ` Á ¦ N J 9 C J 8 ' ÷ k K Q & E" Ó ) = $ I Q ð J @ ² ó Q ß J ' & J 9 Á â Ó ) P C I A A ' & · @ P I L > ' ) J ' Q @ 9 ÷ C C Ø Ñ À Ù Ñ ü i ÷ Q ð C ) J.

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