'Category theory' presentation slideshows

The Challenge of Interoperability: the Grid, Semantic Web and Categories

The Challenge of Interoperability: the Grid, Semantic Web and Categories. Nick Rossiter Seminar -- Northumbria University, 13th November 2002 http://computing.unn.ac.uk/staff/CGNR1/ nick.rossiter@unn.ac.uk. Interoperability 1. Interoperability:

634 views • 49 slides

IFF Category Theory Ontology

684 views • 49 slides

The IFF Approach to Semantic Integration

The IFF Approach to Semantic Integration. Boeing Mini-Workshop on Semantic Integration.

500 views • 40 slides

Category Theory in a ( E,M ) -category

Category Theory in a ( E,M ) -category. Claudio Pisani. Some aspects of category theory, in particular related to universality, can be developed in any finitely complete category with a factorization system on it.

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Categories and Computer Science

Categories and Computer Science. http://cis.k.hosei.ac.jp/~yukita/. What is category theory?. Algebra of functions Composition is the principal operation on functions Abstract structure Collection of objects Collection of arrows between them

414 views • 33 slides

An attempt to model the language of life using DisCoCat

An attempt to model the language of life using DisCoCat. Yanying Wu & Quanlong Wang University of Oxford. SYCO 5, Sept. 2019 Birmingham , UK. Motivation and background DisCoCat for proteins Summary and future work. Natural Language Processing. Applied Category Theory. Quantum

346 views • 32 slides

Adjoint Functors: The Standard Theory and the Heteromorphic Theory

Adjoint Functors: The Standard Theory and the Heteromorphic Theory. David Ellerman University of California at Riverside. Adjoints in CT and Foundations.

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441 views • 29 slides

Anticipation as Prediction in the Predication of Data Types

Anticipation as Prediction in the Predication of Data Types. Michael Heather and Nick Rossiter CEIS, Northumbria University, Newcastle NE1 8ST nick.rossiter@unn.ac.uk http://computing.unn.ac.uk/staff/cgnr1 /.

256 views • 25 slides

The Analytic Continuation of the Ackermann Function

The Analytic Continuation of the Ackermann Function. What lies beyond exponentiation? Extending the arithmetic operations beyond addition, multiplication, and exponentiation to the complex numbers. Overview.

1k views • 23 slides

Information Systems and Categories: Sketches and Models for Database Modelling

Information Systems and Categories: Sketches and Models for Database Modelling. Nick Rossiter Research Conference, Informatics, Northumbria University, 15th May 2003 http://computing.unn.ac.uk/staff/CGNR1/ nick.rossiter@unn.ac.uk. Motivation. Interoperability

369 views • 22 slides

SEMAT Position Statement

343 views • 21 slides

A Garden of Models Steps Toward Growing the Topology of the Possible In Public Policy Modeling

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Generating Compiler Optimizations from Proofs

Generating Compiler Optimizations from Proofs. Ross Tate Michael Stepp Sorin Lerner University of California, San Diego. Optimizing by Hand. Original. Optimized. for (i = 0; i < 5 0 ; i++) for (j = 0; j < 5 0 ; j++) *(img++) = f(i, j); Executes more efficiently.

299 views • 16 slides

Co-Champions: Leo Obrst (MITRE) Ram D. Sriram (NIST)

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Four-level Architecture for Closure in Interoperability

Four-level Architecture for Closure in Interoperability. EFIS, 17th-18th July 2003 Nick Rossiter & Michael Heather Informatics, Northumbria University http://computing.unn.ac.uk/staff/CGNR1/ nick.rossiter@unn.ac.uk. Interoperability. Interoperability:

261 views • 12 slides

Alexander Grothendieck

Alexander Grothendieck. By: Krysten Collins. Short Biography. Born: March 28,1928 Birthplace: Berlin, Germany Age Now: 83 Residence: France Category: German mathematicians Profession: mathematician Awards Won: Fields Medal Nationality: French. Grothendieck and Math.

437 views • 5 slides