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Type-Based Termination, Inflationary Fixed-Points, and Mixed Inductive-Coinductive Types Andreas Abel Department of Computer Science Ludwig-Maximilians-University Munich, Germany
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Document Date: 2012-02-08 12:13:50


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City

Paris / Aachen / Aalborg / /

Company

ACM Press / Dependently-Typed Higher-Order Rewrite Systems / Creative Commons / Intel / /

Country

Germany / Denmark / /

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Event

Person Communication and Meetings / /

Facility

University Munich / Mads Dam / /

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expressible systems / stream processors / software development / list sorting algorithms / type systems / stream processor / /

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Fibonacci stream / /

Organization

LerNet ALFA Summer School / Type-Based Termination / Inflationary Fixed-Points / and Mixed Inductive-Coinductive Types Andreas Abel Department of Computer Science Ludwig-Maximilians-University Munich / Universidade do Minho / /

Person

Conor McBride / Lars Pareto / Anders Danielsson / Bruno Barras / David Aspinall / Jules Desharnais / Brigitte Pientka / Gang Chen / Milad Niqui / Nils Anders / Adriana B. Compagnoni / Nils Anders Danielsson / Alberto Pardo / John Hughes / Thierry Coquand / Neil Ghani / Ekaterina Komendantskaya / Peter Aczel / Benjamin Gr´egoire / Patrick Cousot / Peter Hancock / Andreas Abel / Colin Riba / Bruno Bernardo / Healfdene Goguen / Jan Smith / Jean-Yves Girard / David Thibodeau / Peter Ruzicka / Naoki Kobayashi / Nicolas Oury / Jorge Sousa Pinto / Roberto M. Amadio / Michael Rathjen / Simone Martini / Agda / Eduardo Gim´enez / Andrei Voronkov / Dirk Pattinson / Twelf / Amr Sabry / Coq / Gilles Barthe / Solange Coupet-Grimal / Adriana Compagnoni / Fernando Pastawski / Cody Roux / Thorsten Altenkirch / Maria Jo / /

Position

editor / Guard / head / author / /

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A # / /

PublishedMedium

Pacific Journal of Mathematics / /

Technology

stream processors / pdf / list sorting algorithms / stream processor / http / /

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http /

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