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How to pronounce “alpha conversion”
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Pronunciation guide for alpha conversion
- Learning goal
- Practice the English pronunciation of alpha conversion with real speech in context.
- Available examples
- 8 YouTube examples
- Real speech example
- Who You Are Is Perfect
- Definition summary
- (computing theory) One of the three rewrite rules of lambda calculus, in which a bound variable of a lambda term is replaced by another variable across its entire scope. So if there is a lambda term of the form
Example 1 of 8
How to pronounce alpha conversion
Who You Are Is Perfect

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Example Sentences
A Deep Dive Into “alpha conversion”
Meaning
- [Noun]
- (computing theory) One of the three rewrite rules of lambda calculus, in which a bound variable of a lambda term is replaced by another variable across its entire scope. So if there is a lambda term of the form
- (
- λ
- x
- .
- t
- )
- {\displaystyle (\lambda x.t)}
- and it is desired to have x replaced with y, then the rewritten lambda term would have the form
- (
- λ
- y
- .
- t
- [
- y
- /
- x
- ]
- )
- {\displaystyle (\lambda y.t[y/x])}
- where
- t
- [
- y
- /
- x
- ]
- {\displaystyle t[y/x]}
- , "t with y instead of x", has had all free instances of x in t replaced with y.
Practice Nearby Words
eta conversion, lambda abstraction, beta reduction, application, lambda calculus, lambda term, lambda, rewrite, church encoding, transformation, conversion, anticommutator, algebrization, lambda expression, combinator, precomposition, anticommutation, affinization, algebraization, abelian algebra, skolemisation, rewriting, free variable, herbrandization, affinisation, applicand, skolemization, de bruijn index, equivariantization, back substitution, supertranslation, oddification, abelianization, equate, cross term, transform, lambda function, de bruijn notation, bound variable, variable, α-cut, boolean algebra, abbreviation, tetration, operator, orthocomplementation, metabelianization, linear operator, coherentization, transformational rule, alternativity, complex conjugation, alternative algebra, binomial theorem, unit, autotransformation, conjugation, skolemnization, left identity, associator, subject, like terms, cross multiplication, conjugator, unary operation, axiomatisation, jordan algebra, covariantisation, binarization, axiomatization, comultiplication, eigenvalue, u-substitution, slack variable, polymorphism, axiom scheme, system f, partial function application, gentzenization, axiom schema, affected equation, convolution, interpretation, closed formula, polytype, complex conjugate, concomitant, subexpression, propositional constant, covariant, chain rule, composition algebra, associativity, infix notation, formula, conjugate, subpower, reduction, all-operator, herbrand function
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