Recursion Theory
I 10 migliori prodotti di giugno 2025
Ultimo aggiornamento:
19 giugno 2025
A K Peters/CRC Press
Recursion Theory: Lecture Notes in Logic 1 (Lecture Notes in Logic, 1.) (English Edition)
99
QUALITÀ MASSIMA
VEDI SU AMAZON
Amazon.it
#1 VINCITORE
De Gruyter
Recursion Theory: Computational Aspects of Definability (De Gruyter Series in Logic and Its Applications Book 8) (English Edition)
97
QUALITÀ SUPERIORE
VEDI SU AMAZON
Amazon.it
#2
De Gruyter
Recursion Theory and Complexity: Proceedings of the Kazan '97 Workshop, Kazan, Russia, July 14–19, 1997 (De Gruyter Series in Logic and Its Applications Book 2) (English Edition)
96
QUALITÀ SUPERIORE
VEDI SU AMAZON
Amazon.it
#3
North Holland
Fundamentals of Generalized Recursion Theory
Spedizione gratuita
89
QUALITÀ DISTINTA
VEDI SU AMAZON
Amazon.it
#4
World Scientific Publishing Company
Higher Recursion Theory and Set Theory (Lecture Notes Series, Institute for Mathematical Sciences, National University of Singapore Book 44) (English Edition)
83
QUALITÀ AFFIDABILE
VEDI SU AMAZON
Amazon.it
#5
Springer
Recursion Theory and Computational Complexity: Lectures given at a Summer School of the Centro Internazionale Matematico Estivo (C.I.M.E.) held in Bressanone ... Summer Schools Book 79) (English Edition)
82
QUALITÀ AFFIDABILE
VEDI SU AMAZON
Amazon.it
#6
Cambridge University Press
General Recursion Theory: An Axiomatic Approach (Perspectives in Logic Book 10) (English Edition)
79
QUALITÀ BUONA
VEDI SU AMAZON
Amazon.it
#7
Cambridge University Press
Higher Recursion Theory (Perspectives in Logic Book 2) (English Edition)
75
QUALITÀ BUONA
VEDI SU AMAZON
Amazon.it
#8
Cambridge University Press
Recursion Theory, its Generalisations and Applications (London Mathematical Society Lecture Note Series Book 45) (English Edition)
73
QUALITÀ BUONA
VEDI SU AMAZON
Amazon.it
#9
Cambridge University Press
Ordinal Definability and Recursion Theory: Volume 3: The Cabal Seminar, Volume III (Lecture Notes in Logic Book 43) (English Edition)
65
QUALITÀ BUONA
VEDI SU AMAZON
Amazon.it
#10
classical recursion theory
recursion
#1 VINCITORE
