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Category Theory, The essence of interface-based design - Erik Meijer

Category Theory, The essence of interface-based design - Erik Meijer

243 - Eric Daimler on Conexus and Category Theory

243 - Eric Daimler on Conexus and Category Theory

A monad is a monoid in the category of endofunctors. Whats the problem? #SoMe2

A monad is a monoid in the category of endofunctors. Whats the problem? #SoMe2

What is Category Theory?

What is Category Theory?

"Propositions as Types" by Philip Wadler

"Propositions as Types" by Philip Wadler

Interview with Erik Meijer • GOTO 2013

Interview with Erik Meijer • GOTO 2013

Category Theory for the Working Hacker

Category Theory for the Working Hacker

Bartosz Milewski. Categories for the Working C++ Programmer

Bartosz Milewski. Categories for the Working C++ Programmer

Robert Innis interview pt 2

Robert Innis interview pt 2

Are categories Design Patterns?

Are categories Design Patterns?

The Joy of Abstraction - Author Interview

The Joy of Abstraction - Author Interview

2015-09 Category Theory in Functional Programming

2015-09 Category Theory in Functional Programming

Category Theory: Categories for the Working Programmer

Category Theory: Categories for the Working Programmer

The Promise of Category Theory

The Promise of Category Theory

Alejandro Serrano: Category Theory Through Functional Programming (part 3/3) - λC 2017

Alejandro Serrano: Category Theory Through Functional Programming (part 3/3) - λC 2017

Varn Vlog: Alexander Prähauser on Category Theory, Math, and Hegelian Dialectics

Varn Vlog: Alexander Prähauser on Category Theory, Math, and Hegelian Dialectics

One Hacker Way Rational alternative of Agile -  Erik Meijer

One Hacker Way Rational alternative of Agile - Erik Meijer

Scallop: A Language for Neurosymbolic Programming

Scallop: A Language for Neurosymbolic Programming

Guillaume Martres - Secrets of the Scala Type System

Guillaume Martres - Secrets of the Scala Type System

Denotational Design: From Meanings To Programs • Conal Elliott • YOW! 2015

Denotational Design: From Meanings To Programs • Conal Elliott • YOW! 2015

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