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Algebra / Abstract algebra / Monad / Coproduct / Universal property / Limit / Monoidal categories / Adjoint functors / Category theory / Functional programming


Coproducts of Monads on Set Jiˇr´ı Ad´amek, Stefan Milius Nathan Bowler Paul B. Levy
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Document Date: 2012-06-05 09:36:57

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City

Amsterdam / /

Company

S. / Ht Hf / Bendix / IEEE Computer Society Press / /

Country

Netherlands / /

Facility

Computer Science University of Birmingham United Kingdom Abstract / /

OperatingSystem

Xp / /

Organization

Computer Science University of Birmingham United Kingdom Abstract / Stefan Milius Nathan Bowler Paul B. Levy Institut f¨ur Theoretische Informatik Technische Universit¨at Braunschweig Germany Fachbereich Mathematik Universit¨at Hamburg Germany School / /

Person

Ohad Kammar / Gordon Plotkin / J. Ad´amek / V / /

Position

author / rT / /

Product

InjI injection / /

ProgrammingLanguage

T / /

ProvinceOrState

Massachusetts / Pennsylvania / /

URL

http /

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