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Convolution quotient

In mathematics, a space of convolution quotients is a field of fractions of a convolution ring of functions: a convolution quotient is to the operation of convolution as a quotient of integers is to multiplication. The construction of convolution quotients allows easy algebraic representation of the Dirac delta function, integral operator, and…

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Convolution quotient

Nodes23
Edges22
Triples11
Avg. degree1.91
Density0.086957
Components1

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Convolution quotient

Top relations

related to Approach · 7
Convolution quotient → As, Every, If, Laplace, Laplace-space, Non-function, Yet
related to Theory · 4
Convolution quotient → Convolution, Mikusiński, Mikusiński's, The

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Important terminology

convolution quotients functions space construction ring integers algebraic function theory mathematics quotient textstyle ordinary field representation integral approach mikusiński operation

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SubjectPredicateObjectConfidenceSrc
Convolution quotientrelated to ApproachAs0.60section
Convolution quotientrelated to ApproachEvery0.60section
Convolution quotientrelated to ApproachNon-function0.60section
Convolution quotientrelated to ApproachIf0.60section
Convolution quotientrelated to ApproachLaplace0.60section
Convolution quotientrelated to ApproachLaplace-space0.60section
Convolution quotientrelated to ApproachYet0.60section
Convolution quotientrelated to TheoryConvolution0.60section
Convolution quotientrelated to TheoryMikusiński0.60section
Convolution quotientrelated to TheoryMikusiński's0.60section
Convolution quotientrelated to TheoryThe0.60section

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