A computable axiomatisation of the topology of R and C Paul Taylor 6 August 2009

First Page		Document Content
Date: 2009-08-10 10:52:15 Mathematics Mathematical logic Computability theory Logic Theory of computation Computable number Structure Computable function Sigma-algebra		A computable axiomatisation of the topology of R and C Paul Taylor 6 August 2009 Add to Reading List Source URL: www.paultaylor.eu Download Document from Source Website File Size: 306,03 KB Share Document on Facebook

	Speaker: Jason Rute Title: Randomness, Brownian Motion, Riesz Capacity, and Complexity Abstract: Algorithmic randomness is a topic in computability theory which investigates which paths in a stochastic process behave ran DocID: 1sWjT - View Document
	In pursuit of decidable ‘logical form’ Michael Minock TCS/CSC KTH Royal Institute of Technology, Stockholm, Sweden Abstract DocID: 1rsvH - View Document
	Curriculum and Course Syllabi for a High-School Program in Computer Science1 Judith Gal-Ezer2 David Harel3 DocID: 1rozw - View Document
	A brief introduction to Higher Order Logic and the HOL proof assistant Monica Nesi DocID: 1rjEK - View Document
	Steve Warner Curriculum Vitae Department of Mathematics Hofstra University Hempstead, NY 11549 DocID: 1rjw8 - View Document