Helper

centropyA_middle

File dumas2017dual/lib/extra_proba.v

Section perm_extra

Type Lemma

Proof Lines 24

Signature

Lemma centropyA_middle {A B C D E : finType} (X : {RV P -> A}) (W : {RV P -> B}) (V : {RV P -> C}) (Z : {RV P -> D}) (Y : {RV P -> E}) : `H(X | [% W, [% V, Z], Y]) = `H(X | [% W, V, Z, Y]).

Description

Flatten nested pair in middle position: H(X | W,(V,Z),Y) = H(X | W,V,Z,Y). Associativity when the nested pair is in the middle of the conditioning.

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