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Benedikt Ahrens' About me & Contact

About me and Contact. About me and Contact. I am a mathematician with a PhD from Università Nice Sophia Antipolis. Currently, I am a postdoctoral researcher in the Ascola team at INRIA. My research interests include:. Semantics of programming languages. Logic and type theory, in particular Homotopy Type Theory. Formal proofs and formalised mathematics, in particular Univalent Foundations. Category theory in programming. First name.last name@gmx.net. First name.last name@inria.fr. Ecole des Mines de Nantes.

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Benedikt Ahrens' About me & Contact | benedikt-ahrens.de Reviews
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About me and Contact. About me and Contact. I am a mathematician with a PhD from Università Nice Sophia Antipolis. Currently, I am a postdoctoral researcher in the Ascola team at INRIA. My research interests include:. Semantics of programming languages. Logic and type theory, in particular Homotopy Type Theory. Formal proofs and formalised mathematics, in particular Univalent Foundations. Category theory in programming. First name.last name@gmx.net. First name.last name@inria.fr. Ecole des Mines de Nantes.
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2 publications and preprints
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Benedikt Ahrens' About me & Contact | benedikt-ahrens.de Reviews

https://benedikt-ahrens.de

About me and Contact. About me and Contact. I am a mathematician with a PhD from Università Nice Sophia Antipolis. Currently, I am a postdoctoral researcher in the Ascola team at INRIA. My research interests include:. Semantics of programming languages. Logic and type theory, in particular Homotopy Type Theory. Formal proofs and formalised mathematics, in particular Univalent Foundations. Category theory in programming. First name.last name@gmx.net. First name.last name@inria.fr. Ecole des Mines de Nantes.

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1

Benedikt Ahrens' Publications & preprints

http://benedikt-ahrens.de/publications

About me and Contact. Some wellfounded trees in UniMath. With A. MÃ rtberg. 9725, pp. 9-17. Modules over relative monads for syntax and semantics. Mathematical Structures in Computer Science, Vol. 26, pp. 3-37, 2016. Accompanying Coq code on Github. Non-wellfounded trees in Homotopy Type Theory. With P. Capriotti. LIPIcs Vol. 38, pp. 17-30. Doi:10.4230/LIPIcs. TLCA. Project web page with Agda code. Terminal semantics for codata types in intensional Martin-LÃ f type theory. With R. Spadotti. Webpage of th...

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Benedikt Ahrens' PhD

http://benedikt-ahrens.de/phd

About me and Contact. I did my PhD thesis under the supervision of Andrà Hirschowitz. From autumn 2008 until spring 2012. I defended my PhD thesis on May 23, 2012. The manuscript was published in the Journal of Formalized Reasoning. Initiality for Typed Syntax and Semantics. Vol 8, No 2 (2015), pp 1-155. It is also available as arXiv:1206.4556. The committee consisted of. In my PhD thesis I formalize the semantics of functional languages in a categorical setting in the Coq proof assistant.

3

Benedikt Ahrens' Talks

http://benedikt-ahrens.de/talks

About me and Contact. Introduction to homotopy type theory. Workshop on Geometry and Computer Science. Università Chieti-Pescara, Italy, 2017-02-08. Workshop on Syntax and Semantics of Type Theory. Ljubljana, Slovenia, 2017-02-01. Centre for Mathematical Sciences, University of Cambridge, UK, 2016-11-01. Univalent foundations and the equivalence principle. Workshop Foundations of Mathematics: Univalent foundations and set theory. Zentrum fà r interdisziplinà re Forschung. Bielefeld, Germany, 2016-07-19.

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Benedikt Ahrens' Scientific activities

http://benedikt-ahrens.de/activities

About me and Contact. Organization of the Workshop on Homotopy Type Theory and Univalent Foundations (HoTT/UF) 2017. With S. Huber and A. Mà rtberg. Organization of the Mini-Symposium Homotopy Type Theory and Univalent Foundations. In the framework of DMV. With B. Spitters. Member of board of the Association des Jeunes Chercheurs des Alpes-Maritimes. Coorganization of the Journà es GEOCAL. Coorganization of the Colloque Doctorants LJAD. Organization of the weekly seminar of PhD students of LJAD.

5

Benedikt Ahrens' Teaching

http://benedikt-ahrens.de/teaching

About me and Contact. Instructor and T.A. for â Mathematics for Biologists, Physicists and Chemistsâ , Università Nantes. TA in Algorithms and programming in ADA. Instructor and T.A. in Game Theory. TA in Mathematics for Biology. TA in Mathematics for Economy. TA in Discrete Mathematics â Mathematical Logic. TA in Discrete Mathematics â Mathematical Logic. TA in Mathematics for Biology. TA in Mathematics for Biology. TA in Linear Algebra. This page was last updated at 2016-09-25 21:51:46 0200.

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Abstracts - FOMUS - Foundations of Mathematics:Univalent foundations and set theory​Bielefeld, Germany | July 18-23, 2016

http://fomus.weebly.com/abstracts.html

FOMUS - Foundations of Mathematics:. Univalent foundations and set theory. 8203;Bielefeld, Germany July 18-23, 2016. INRIA Nantes, France). Univalent Foundations and the Equivalence Principle. Fomus slides ahrens.pdf. University of Nottingham, UK). Naïve Type Theory. Aicas GmbH Karlsruhe, Germany). Structuring Mathematics in Higher-Order Logic. Aicas GmbH Karlsruhe, Germany). Proof Assistants (Isabelle) (Workshop). The tutorial will not cover document preparation, so installing TeX is not required.).

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Speakers - FOMUS - Foundations of Mathematics:Univalent foundations and set theory​Bielefeld, Germany | July 18-23, 2016

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FOMUS - Foundations of Mathematics:. Univalent foundations and set theory. 8203;Bielefeld, Germany July 18-23, 2016. 8203; Benedikt Ahrens. INRIA Nantes, France). University of Nottingham, UK). Aicas GmbH Karlsruhe, Germany). Universitetet i Bergen, Norway). Universität Hamburg, Germany). Universität Hamburg, Germany). Carnegie Mellon University, USA). University of Bonn, Germany). University of East Anglia, UK). Of Bonn, Germany). University of Bristol, UK). University of Cambridge, UK).

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Wenn viele kleine Leute an vielen kleinen Orten. Viele kleine Dinge tun,. Können sie das Gesicht der Welt verändern.“. Diesem afrikanischen Sprichwort folgend, habe ich mich mit ganzem Herzen dem Prinzip des nachhaltigen Lebens und Wirtschaftens verschrieben. Sämtliche Produkte aus dem Hause Benedikston werden mit Respekt vor Mensch, Tier und Natur am Standort Deutschland produziert – so finden umweltbewusste Menschen hier unter anderem:. Attraktive Tonfliesen und Fußmatten.

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Wenn viele kleine Leute an vielen kleinen Orten. Viele kleine Dinge tun,. Können sie das Gesicht der Welt verändern.“. Diesem afrikanischen Sprichwort folgend, habe ich mich mit ganzem Herzen dem Prinzip des nachhaltigen Lebens und Wirtschaftens verschrieben. Sämtliche Produkte aus dem Hause Benedikston werden mit Respekt vor Mensch, Tier und Natur am Standort Deutschland produziert – so finden umweltbewusste Menschen hier unter anderem:. Attraktive Tonfliesen und Fußmatten.

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Benedikt Ahrens' About me & Contact

About me and Contact. About me and Contact. I am a mathematician with a PhD from Università Nice Sophia Antipolis. Currently, I am a postdoctoral researcher in the Ascola team at INRIA. My research interests include:. Semantics of programming languages. Logic and type theory, in particular Homotopy Type Theory. Formal proofs and formalised mathematics, in particular Univalent Foundations. Category theory in programming. First name.last name@gmx.net. First name.last name@inria.fr. Ecole des Mines de Nantes.

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鍵に関する様々なトラブル!どんな問題にも対応する鍵業者

About me and Contact. About me and Contact. I am a mathematician with a PhD from Università Nice Sophia Antipolis. In 2012/13 I was a postdoctoral researcher working on Homotopy Type Theory in the framework of a special year at IAS. Currently I am a postdoctoral research fellow at the Centre International de Mathà matiques et Informatique. At Università Paul Sabatier, Toulouse, France. I am a member of the team ACADIE. My research interests include:. Semantics of programming languages.

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