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Elementary Recursion Theory And Its Applications To Formal...

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Elementary Recursion Theory And Its...

Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke

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A full set of lecture notes for this course on recursion theory. More than sufficient to form a base level of understanding without the course itself.

श्रेणियाँ:

Mathematics - Applied Mathematics

साल:

1995

प्रकाशन:

Department of Philosophy, Princeton University

भाषा:

english

पृष्ठ:

191

फ़ाइल:

MOBI , 361 KB

IPFS:

,

english, 1995

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Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Saul Kripke — Elementary Recursion Theory And Its Applications To Formal Systems

Desconocido — Elementary Recursion Theory And Its Applications To Formal Systems Kripke

Unknown — Elementary Recursion Theory And Its Applications To Formal Systems Kripke

Desconocido — Elementary Recursion Theory And Its Applications To Formal Systems Kripke

Unknown — Elementary Recursion Theory And Its Applications To Formal Systems Kripke

Piergiorgio ODIFREDDI — CLASSICAL RECURSION THEORY The Theory of Functions and Sets of Natural Numbers

John N. Crossley (ed.) — Sets, Models and Recursion Theory (Logic Colloquium'65)

Kripke, Saul — Elementary Recursion Theory and its Applications to Formal Systems

J N Crossley, M A E Dummett — Formal Systems and Recursive Functions

John N. Crossley — Sets, Models and Recursion Theory: Proceedings of the Summer School in Mathematical Logic and Tenth Logic Colloquium Leicester, August-September 1965

John N. Crossley, Michael Dummett (editors) — Formal Systems and Recursive Functions: Proceedings of the Eighth Logic Colloquium, Oxford, July 1963

L. A. Harrington, M.D. Morley, A. Scedrov, S. G. Simpson — Harvey Friedman's research on the foundations of mathematics

Raymond M. Smullyan — Recursion Theory for Metamathematics

Zofia Adamowicz (auth.), Alistair Lachlan, Marian Srebrny, Andrzej Zarach (eds.) — Set Theory and Hierarchy Theory V

Crossley J.N., Dummett M.A.E. (eds.) — Formal Systems and Recursive Functions (Logic Colloquium'63)

Mostowski A. — Foundational Studies: Selected works

Mostowski A. — Foundational Studies: Selected Works

Fenstad J.E., Gandy R.O., Sacks G.E. (eds.) — Generalized Recursion Theory II: Proceedings of the 1977 Oslo Symposium

George Metakides — Patras logic symposion: Proceedings Patras, 1980

G. Lolli, G. Longo, A. Marcja — Logic Colloquium '82: Proceedings Florence, 1982

Piergiorgio Odifreddi — Classical Recursion Theory: The Theory of Functions and Sets of Natural Numbers, Vol. 1

C. J. Ash, J. N. Crossley, C. J. Brickhill, J. C. Stillwell, N. H. Williams — What is Mathematical Logic?

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