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Publication details

Verlag: Springer

Ort: Berlin

Jahr: 1987

Pages: 233-242

ISBN (Hardback): 9781461282341

Volle Referenz:

Angel V. Ditchev, "Search computability and computability with numberings are equivalent in the case of finite set of objects", in: Mathematical logic and its applications, Berlin, Springer, 1987

Search computability and computability with numberings are equivalent in the case of finite set of objects

Angel V. Ditchev

pp. 233-242

in: Dimiter G. Skordev (ed), Mathematical logic and its applications, Berlin, Springer, 1987

Abstrakt

In the paper [1] Moschovakis has defined a concept about relative computability, which he called search computability. D. Skordev has defined another concept about relative computabi1ity, which he called admissibility. That concept is connected with partial recursivness. Similar definition of admissibility has been given by Lacombe [2], which he called ∀-recursiveness.

Publication details

Verlag: Springer

Ort: Berlin

Jahr: 1987

Pages: 233-242

ISBN (Hardback): 9781461282341

Volle Referenz:

Angel V. Ditchev, "Search computability and computability with numberings are equivalent in the case of finite set of objects", in: Mathematical logic and its applications, Berlin, Springer, 1987