<--- Back to Details
First PageDocument Content
Mathematics / Computer science / Recursively enumerable set / Turing reduction / Computable function / Recursive set / Turing degree / Computability / Numbering / Computability theory / Theoretical computer science / Theory of computation
Date: 2006-10-06 14:59:22
Mathematics
Computer science
Recursively enumerable set
Turing reduction
Computable function
Recursive set
Turing degree
Computability
Numbering
Computability theory
Theoretical computer science
Theory of computation

Add to Reading List

Source URL: www.ams.org

Download Document from Source Website

File Size: 73,53 KB

Share Document on Facebook

Similar Documents

PATTERN AVOIDANCE IS NOT P-RECURSIVE SCOTT GARRABRANT? AND IGOR PAK? Let F ⊂ Sk be a nite set of permutations and let Cn (F ) denote the number of permutations σ ∈ Sn avoiding the set of patterns F . The NoonanZe

DocID: 1sRHK - View Document

Computability theory / Theoretical computer science / Mathematical logic / Theory of computation / Models of computation / Formal methods / Logic in computer science / Lambda calculus / Recursively enumerable set / -recursive function / Denotational semantics / Numbering

Types and Type-Free λ-Calculus Dana S. Scott, FBA, FNAS University Professor Emeritus Carnegie Mellon University Visiting Scholar

DocID: 1qIWA - View Document

Computer graphics / Optics / 3D computer graphics / Geometrical optics / Virtual reality / Shading / Global illumination algorithms / Ray tracing / Rendering / Specular highlight / Ray casting / Wavefront .obj file

Project 6 Ray each successive recursive iteration, the contribution of the reflection to the overall intensity drops off. For this reason, you need to set a limit for the amount of recursion with which you calculate you

DocID: 1qgs5 - View Document

SQL keywords / Null / Select / Hierarchical and recursive queries in SQL / Torch / SQL / Where / Set / Information retrieval / Artificial neural network / Join

Summarizing Source Code using a Neural Attention Model Srinivasan Iyer Ioannis Konstas Alvin Cheung Luke Zettlemoyer

DocID: 1pDWG - View Document

Game theory / Monte Carlo tree search / Skat / Extensive-form game / Complete information / Information set / Trick-taking game / Trump / Combinatorial game theory / Monte Carlo method / Perfect information / Tree traversal

Recursive Monte Carlo Search for Imperfect Information Games Timothy Furtak and Michael Buro University of Alberta, Edmonton, T6G 2E8, Canada Email: {furtak|mburo}@cs.ualberta.ca Abstract—Perfect information Monte Carl

DocID: 1peQI - View Document