<--- Back to Details
First PageDocument Content
Alexander S. Kechris / Mathematical logic / John von Neumann / Ergodic theory / Computability theory / Descriptive set theory / Mathematics / Science / Academia
Date: 2014-11-07 10:25:08
Alexander S. Kechris
Mathematical logic
John von Neumann
Ergodic theory
Computability theory
Descriptive set theory
Mathematics
Science
Academia

Robin D. Tucker-Drob Contact Information Robin Tucker-Drob Rutgers University

Add to Reading List

Source URL: www.math.rutgers.edu

Download Document from Source Website

File Size: 111,99 KB

Share Document on Facebook

Similar Documents

Proof by Erasure The Life of John von Neumann Feature Script by Constanze Kurz version: final)

DocID: 1v4eW - View Document

Quantum mechanics / Physics / Mathematics / Academia / Quantum logic / Mathematical formulation of quantum mechanics / Measurement in quantum mechanics / John von Neumann / Operator algebra / David Hilbert / Quantum entanglement / Hilbert space

A New Approach to Quantum Logic K.Engesser D.M. Gabbay dov.gabbay @kcl.ac.uk D. Lehmann 2

DocID: 1riJ5 - View Document

Mathematics / Academia / Number theorists / Mental calculators / Guggenheim Fellows / Operator theory / David Hilbert / Gian-Carlo Rota / Emmy Noether / Paul Erds / Hilbert space / John von Neumann

comm-rota.qxp:49 AM Page 22 Ten Lessons I Wish I Had Been Taught Gian-Carlo Rota

DocID: 1qTJc - View Document

Finite automata / Mathematics / Science and technology / Mathematical analysis / Nondeterministic finite automaton / Finite-state machine / Automaton / John von Neumann / Deterministic finite automaton

Advantages and challenges of programming the Micron Automata Processor

DocID: 1qtpN - View Document

Mathematics / Operations research / Mathematical optimization / Numerical analysis / Linear programming / Fellows of the Econometric Society / Mathematical economists / George Dantzig / Mathematical economics / Simplex algorithm / Cutting-plane method / John von Neumann

PDF Document

DocID: 1q42m - View Document