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Detalhes Referência

Tipo
Artigos em Conferência

Tipo de Documento
Artigo Completo

Título
A Herbrandised interpretation of semi-intuitionistic second-order arithmetic with function variables

Participantes na publicação
João Enes (Author)
Fernando Ferreira (Author)
Dep. Matemática
 CMAFcIO
Resumo
We present a functional interpretation of a semi-intutionistic second-order system with function variables. The semi-intuitionism includes principles like Markov’s principle, the lesser limited principle of omniscience, weak König’s lemma or the FAN principle. The interpretation is herbrandised in the sense that it collects witnesses into finite sets. As a consequence, a Herbrand-like witnessing result holds for our system.

Editor
Marco Benini, Olaf Beyersdorff, Michael Rathjen, Peter Schuster

Data de Publicação
2023-04

Evento
Mathematics for Computation (M4C)

Identificadores da Publicação

Editora
WORLD SCIENTIFIC

Edição
First

Número de Páginas
21
Página Inicial
251
Página Final
271

Identificadores do Documento
DOI - https://doi.org/10.1142/9789811245220_0010
URL - http://dx.doi.org/10.1142/9789811245220_0010

Identificadores de Qualidade
SCOPUS (2023)


Exportar referência

APA
João Enes, Fernando Ferreira, (2023). A Herbrandised interpretation of semi-intuitionistic second-order arithmetic with function variables. Mathematics for Computation (M4C), 251-271

IEEE
João Enes, Fernando Ferreira, "A Herbrandised interpretation of semi-intuitionistic second-order arithmetic with function variables" in Mathematics for Computation (M4C), , 2023, pp. 251-271, doi: 10.1142/9789811245220_0010

BIBTEX
@InProceedings{58269, author = {João Enes and Fernando Ferreira}, title = {A Herbrandised interpretation of semi-intuitionistic second-order arithmetic with function variables}, booktitle = {Mathematics for Computation (M4C)}, year = 2023, pages = {251-271}, address = {}, publisher = {WORLD SCIENTIFIC} }