updated index pages

The index pages were updated with the recently added proofs/definitions.

Author: JoramSoch

I/Definition_by_Author.md

@@ -102,6 +102,7 @@ title: "Definition by Author"
 
 - [Definition Template](/D/-temp-)
 
-### tomfaulkenberry (1 definition)
+### tomfaulkenberry (2 definitions)
 
 - [Bayes factor](/D/bf)
+- [Encompassing model](/D/encm)

I/Definition_by_Number.md

@@ -99,3 +99,4 @@ title: "Definition by Number"
 | D90 | mom | [Moment](/D/mom) | JoramSoch | 2020-08-19 |
 | D91 | fwhm | [Full width at half maximum](/D/fwhm) | JoramSoch | 2020-08-19 |
 | D92 | bf | [Bayes factor](/D/bf) | tomfaulkenberry | 2020-08-26 |
+| D93 | encm | [Encompassing model](/D/encm) | tomfaulkenberry | 2020-08-26 |

I/Definition_by_Topic.md

@@ -46,6 +46,7 @@ title: "Definition by Topic"
 
 ### E
 
+- [Encompassing model](/D/encm)
 - [Estimation matrix](/D/emat)
 - [Expected value](/D/mean)
 - [Explained sum of squares](/D/ess)

I/Proof_by_Author.md

@@ -166,6 +166,7 @@ title: "Proof by Author"
 
 - [Proof Template](/P/-temp-)
 
-### tomfaulkenberry (1 proof)
+### tomfaulkenberry (2 proofs)
 
+- [Encompassing Prior Method for computing Bayes Factors](/P/bf-ep)
 - [Savage-Dickey Density Ratio for computing Bayes Factors](/P/bf-sddr)

I/Proof_by_Number.md

@@ -163,3 +163,4 @@ title: "Proof by Number"
 | P154 | mgf-ltt | [Linear transformation theorem for the moment-generating function](/P/mgf-ltt) | JoramSoch | 2020-08-19 |
 | P155 | mgf-lincomb | [Moment-generating function of linear combination of independent random variables](/P/mgf-lincomb) | JoramSoch | 2020-08-19 |
 | P156 | bf-sddr | [Savage-Dickey Density Ratio for computing Bayes Factors](/P/bf-sddr) | tomfaulkenberry | 2020-08-26 |
+| P157 | bf-ep | [Encompassing Prior Method for computing Bayes Factors](/P/bf-ep) | tomfaulkenberry | 2020-08-26 |

I/Proof_by_Topic.md

@@ -52,6 +52,7 @@ title: "Proof by Topic"
 
 ### E
 
+- [Encompassing Prior Method for computing Bayes Factors](/P/bf-ep)
 - [Equivalence of matrix-normal distribution and multivariate normal distribution](/P/matn-mvn)
 - [Expectation of a quadratic form](/P/mean-qf)
 - [Expected value of a non-negative random variable](/P/mean-nnrvar)