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Christian Doczkal

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2020 – today

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2024
[c14]
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Bruno Blanchet, Pierre Boutry, Christian Doczkal, Benjamin Grégoire, Pierre-Yves Strub:
CV2EC: Getting the Best of Both Worlds. CSF 2024: 279-294
2023
[c13]
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Manuel Barbosa, Gilles Barthe, Christian Doczkal, Jelle Don, Serge Fehr, Benjamin Grégoire, Yu-Hsuan Huang, Andreas Hülsing, Yi Lee, Xiaodi Wu:
Fixing and Mechanizing the Security Proof of Fiat-Shamir with Aborts and Dilithium. CRYPTO (5) 2023: 358-389
[i1]
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Manuel Barbosa, Gilles Barthe, Christian Doczkal, Jelle Don, Serge Fehr, Benjamin Grégoire, Yu-Hsuan Huang, Andreas Hülsing, Yi Lee, Xiaodi Wu:
Fixing and Mechanizing the Security Proof of Fiat-Shamir with Aborts and Dilithium. IACR Cryptol. ePrint Arch. 2023: 246 (2023)
2021
[c12]
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Christian Doczkal:
A Variant of Wagner's Theorem Based on Combinatorial Hypermaps. ITP 2021: 17:1-17:17
2020
[j4]
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Christian Doczkal, Damien Pous:
Graph Theory in Coq: Minors, Treewidth, and Isomorphisms. J. Autom. Reason. 64(5): 795-825 (2020)
[c11]
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Christian Doczkal, Damien Pous:
Completeness of an axiomatization of graph isomorphism via graph rewriting in Coq. CPP 2020: 325-337

2010 – 2019

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2018
[j3]
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Christian Doczkal, Gert Smolka:
Regular Language Representations in the Constructive Type Theory of Coq. J. Autom. Reason. 61(1-4): 521-553 (2018)
[c10]
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Christian Doczkal, Joachim Bard:
Completeness and decidability of converse PDL in the constructive type theory of Coq. CPP 2018: 42-52
[c9]
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Christian Doczkal, Guillaume Combette, Damien Pous:
A Formal Proof of the Minor-Exclusion Property for Treewidth-Two Graphs. ITP 2018: 178-195
[c8]
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Christian Doczkal, Damien Pous:
Treewidth-Two Graphs as a Free Algebra. MFCS 2018: 60:1-60:15
2016
[b1]
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Christian Doczkal:
A machine-checked constructive metatheory of computation tree logic. Saarland University, 2016
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Christian Doczkal, Gert Smolka:
Completeness and Decidability Results for CTL in Constructive Type Theory. J. Autom. Reason. 56(3): 343-365 (2016)
[c7]
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Christian Doczkal, Gert Smolka:
Two-Way Automata in Coq. ITP 2016: 151-166
2015
[c6]
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Gert Smolka, Steven Schäfer, Christian Doczkal:
Transfinite Constructions in Classical Type Theory. ITP 2015: 391-404
2014
[c5]
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Christian Doczkal, Gert Smolka:
Completeness and Decidability Results for CTL in Coq. ITP 2014: 226-241
2013
[c4]
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Christian Doczkal, Jan-Oliver Kaiser, Gert Smolka:
A Constructive Theory of Regular Languages in Coq. CPP 2013: 82-97
2012
[c3]
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Christian Doczkal, Gert Smolka:
Constructive Completeness for Modal Logic with Transitive Closure. CPP 2012: 224-239
2011
[c2]
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Christian Doczkal, Gert Smolka:
Constructive Formalization of Hybrid Logic with Eventualities. CPP 2011: 5-20
2010
[j1]
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Christian Doczkal:
Strong Normalization of Moggis's Computational Metalanguage. Arch. Formal Proofs 2010 (2010)

2000 – 2009

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2009
[c1]
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Christian Doczkal, Jan Schwinghammer:
Formalizing a strong normalization proof for Moggi's computational metalanguage: a case study in Isabelle/HOL-nominal. LFMTP 2009: 57-63

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