EnglishEspañolFrançaisDeutschItalianoPortuguêsРусский日本語한국어العربيةहिन्दीTürkçe
🔍

Transition function

Noun

Definitionen

1.NounA function from (state, input symbol) to state describing what state to move to on receiving a given input in a given state.
2.NounA homeomorphism that bijects between the subsets of the images of two overlapping coordinate charts that are shared in the preimage: For ( U 1 , φ 1 ) {\displaystyle (U_{1},\varphi _{1})} and ( U 2 , φ 2 ) {\displaystyle (U_{2},\varphi _{2})} coordinate charts with U 1 ∩ U 2 ≠ ∅ {\displaystyle U_{1}\cap U_{2}\neq \emptyset } , the transition functions φ 12 = φ 2 ∘ φ 1 − 1 {\displaystyle \varphi _{12}=\varphi _{2}\circ \varphi _{1}^{-1}} and its inverse φ 21 = φ 1 ∘ φ 2 − 1 {\displaystyle \varphi _{21}=\varphi _{1}\circ \varphi _{2}^{-1}} may be constructed.
🔗 Find words with "transition function" in A2Z Word Finder
The Daily Word NerdA new word, a puzzle, and a fun fact — free in your inbox every morning.
Free forever · unsubscribe anytime · all 14 newsletters
That email did not go through — please check it and try again.