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ORCIDFavio Ezequiel Miranda-Perea
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2020 – today
- 2023
[j6]Everardo Bárcenas, Lourdes Del Carmen González-Huesca, Favio Ezequiel Miranda-Perea, Miguel Pérez-Gaspar:
Thematic Section(2): Logic/Languages, Algorithms, Novel Methods of Reasoning. Computación y Sistemas (CyS) 27(1) (2023)- [j5]Favio Ezequiel Miranda-Perea, Ximena Estrada Zavaleta, Lourdes Del Carmen González-Huesca:
Fitch-Style Modal Necessity as a Substructural Sequent-Style System. Computación y Sistemas (CyS) 27(1) (2023) - 2022
- [j4]Favio Ezequiel Miranda-Perea, Sammantha Omana Silva, Lourdes Del Carmen González-Huesca:
A Dual-Context Sequent Calculus for S4 Modal Lambda-Term Synthesis. Computación y Sistemas 26(2) (2022) - [j3]Favio Ezequiel Miranda-Perea
, Lourdes Del Carmen González-Huesca, Pilar Selene Linares-Arévalo:
A dual-context sequent calculus for the constructive modal logic S4. Math. Struct. Comput. Sci. 32(9): 1205-1233 (2022)
2010 – 2019
- 2019
- [j2]Lourdes Del Carmen González-Huesca, Favio Ezequiel Miranda-Perea, P. Selene Linares-Arévalo:
Axiomatic and dual systems for constructive necessity, a formally verified equivalence. J. Appl. Non Class. Logics 29(3): 255-287 (2019) - [c7]Favio Ezequiel Miranda-Perea, Lourdes Del Carmen González-Huesca, P. Selene Linares-Arévalo:
On interactive proof-search for constructive modal necessity. LANMR 2019: 106-118 - [c6]Favio Ezequiel Miranda-Perea, Lourdes Del Carmen González-Huesca, P. Selene Linares-Arévalo:
On Interactive Proof-Search for Constructive Modal Necessity. LANMR (Selected Papers) 2019: 107-127 - [c5]Lourdes Del Carmen González-Huesca, Favio Ezequiel Miranda-Perea, P. Selene Linares-Arévalo:
Dual and Axiomatic Systems for Constructive S4, a Formally Verified Equivalence. LSFA 2019: 61-83 - 2015
- [i1]Favio Ezequiel Miranda-Perea, P. Selene Linares-Arévalo, Atocha Aliseda-Llera:
How to prove it in Natural Deduction: A Tactical Approach. CoRR abs/1507.03678 (2015) - 2011
- [c4]Favio Ezequiel Miranda-Perea, Lourdes Del Carmen González-Huesca:
Mendler-style Iso-(Co)inductive predicates: a strongly normalizing approach. LSFA 2011: 30-46
2000 – 2009
- 2009
- [j1]Favio Ezequiel Miranda-Perea:
Two extensions of system ${\mathsf F}$ with (co)iteration and primitive (co)recursion principles. RAIRO Theor. Informatics Appl. 43(4): 703-766 (2009) - [c3]Favio Ezequiel Miranda-Perea, Lourdes Del Carmen González-Huesca:
Selective Memoization with Box Types. LSFA 2009: 67-85 - 2008
- [c2]Favio Ezequiel Miranda-Perea:
Some Remarks on Type Systems for Course-of-value Recursion. LSFA 2008: 103-121 - 2004
- [b1]Favio Ezequiel Miranda-Perea:
On extensions of AF2 with monotone and clausular (Co)inductive definitions. Ludwig Maximilian University of Munich, Germany, 2004, pp. 1-200 - [c1]Favio Ezequiel Miranda-Perea:
Realizability for Monotone and Clausular (Co)inductive Definitions. WoLLIC 2004: 179-193
Coauthor Index
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