On the completeness of quantum computation models Pablo Arrighi ´ Ecole normale sup´erieure de Lyon

Source URL: who.rocq.inria.fr

• Mathematical logic
• Applied mathematics
• Computable function
• Recursive set
• Enumeration
• Function
• Numbering
• Church–Turing thesis
• Computability
• Computability theory
• Theory of computation
• Mathematics

2007 Paper 4 Question 6 Computation Theory (a) What does it mean for a set of natural numbers S ⊆ N to be (i ) recursive?

Source URL: www.cl.cam.ac.uk

PRELIMINARY EXAMINATION GROUP IN LOGIC AND THE METHODOLOGY OF SCIENCE For the following questions we fix a standard enumeration h ϕe : e ∈ ω i of the partial recursive functions with the corresponding enumeration hWe

Source URL: logic.berkeley.edu

• Theory of computation
• Recursively enumerable set
• Enumeration
• Model theory
• Presentation of a group
• Ordinal number
• Ω-consistent theory
• Mathematics
• Mathematical logic
• Computability theory

Logic and the Methodology of Science Autumn 2002 Preliminary Exam Draft August 23, Let ϕe be the eth partial recursive function in some standard enumeration, and let We be the domain of ϕe ). Show that there is

Source URL: logic.berkeley.edu

• Theory of computation
• Theoretical computer science
• Metalogic
• Model theory
• Recursively enumerable set
• Constructible universe
• Presentation of a group
• Ordinal number
• Ω-consistent theory
• Mathematics
• Mathematical logic
• Computability theory

Recursive Cellular Automata Invariant Sets

Source URL: www.complex-systems.com

• Discrete mathematics
• Theoretical computer science
• Formal languages
• Ergodic theory
• Subshift of finite type
• Shift space
• Recursively enumerable set
• Dynamical system
• Cellular automaton
• Combinatorics on words
• Mathematics
• Automata theory

Synthesis of Recursive Functions with Interdependent Parameters Martin Muhlpfordt ¨ and Ute Schmid

Source URL: www-alg.ist.hokudai.ac.jp

• Theory of computation
• Computer science
• Digital typography
• Mathematics
• Latin alphabets
• Primitive recursive function
• World glyph set
• Computability theory
• Theoretical computer science
• Character encoding

Recursion Theory Frank Stephan October 8, 2012 Recursion theory deals with the fundamental concepts on what subsets of natural numbers (or other famous countable domains) could be defined effectively and how

Source URL: www.comp.nus.edu.sg

• Mathematics
• Mathematical logic
• Recursively enumerable set
• Primitive recursive function
• Recursion
• Diophantine set
• Μ operator
• Computability
• Recursive set
• Computability theory
• Theoretical computer science
• Theory of computation

On the computational content of the Lawson topology Fr´ed´eric De Jaeger DI, Ecole Normale Sup´erieure, Paris ´

Source URL: www.cs.bham.ac.uk

• Theoretical computer science
• Mathematical logic
• Recursively enumerable set
• Recursive set
• Enumeration
• Topology
• Continuous function
• Numbering
• Subbase
• Mathematics
• Computability theory
• Theory of computation

A ‘theory’ mechanism for a proof-verifier based on first-order set theory ? Eugenio G. Omodeo1 and Jacob T. Schwartz2 1 2

Source URL: www.multimedialibrary.com

• Functions and mappings
• Function
• Axiom schema of replacement
• First-order logic
• Equivalence relation
• Model theory
• Μ operator
• Primitive recursive function
• Mathematics
• Mathematical logic
• Logic

Recursive Data Types in Typed Set Theory R.D. Arthan Lemma 1 Ltd. [removed] Abstract Appeals to the axiom of replacement in classical set theory cannot automatically be

Source URL: www.lemma-one.com

• Model theory
• Functions and mappings
• First-order logic
• Predicate logic
• Constructible universe
• Zermelo set theory
• Function
• Operator theory
• Linear temporal logic
• Mathematical logic
• Mathematics
• Logic