concatenation of sets of strings
operation on sets of strings in formal language theory
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concatenation of sets of strings
Summary
concatenation of sets of strings is a set operation[1].
Key Facts
- concatenation of sets of strings's instance of is recorded as set operation[2].
- concatenation of sets of strings's instance of is recorded as binary operation[3].
- concatenation of sets of strings's based on is recorded as concatenation[4].
- concatenation of sets of strings's notation is recorded as juxtaposition[5].
- concatenation of sets of strings's described at URL is recorded as https://en.wikipedia.org/wiki/Concatenation#Concatenation_of_sets_of_strings[6].
- concatenation of sets of strings's facet of is recorded as formal language theory[7].
- concatenation of sets of strings's facet of is recorded as regular expression[8].
- concatenation of sets of strings's definition domain is recorded as set[9].
- concatenation of sets of strings's codomain is recorded as set[10].
- concatenation of sets of strings's different from is recorded as concatenation[11].
- concatenation of sets of strings's different from is recorded as union[12].
- concatenation of sets of strings's defining formula is recorded as A \mathbin{^\frown} B = \left{ a \mathbin{^\frown} b : a \in A \wedge b \in B \right}[13].
- concatenation of sets of strings's Google Knowledge Graph ID is recorded as /g/122vlgz9[14].
- concatenation of sets of strings's maintained by WikiProject is recorded as WikiProject Mathematics[15].
- concatenation of sets of strings's in defining formula is recorded as \mathbin{^\frown}[16].