 | Handbook of
automata theory. Volume II. Automata in mathematics and selected
applications, Jean-Éric Pin (Editor), Berlin: European
Mathematical Society (EMS) (2021) 838~p. (ISBN
978-3-98547-003-7/hbk; 978-3-98547-006-8/set;
978-3-98547-506-3/ebook-set). xxii, 840-1493, xxiii-lv (2021) DOI |
| Handbook of
automata theory. Volume I. Theoretical foundations,
Jean-Éric Pin (Editor), Berlin: European Mathematical
Society (EMS) (2021) 838~p. (ISBN 978-3-98547-002-0/hbk;
978-3-98547-006-8/set; 978-3-98547-506-3/ebook-set) xxii, 838~p.,
xxiii-lv (2021) DOI |
|
Infinite words, Dominique
Perrin et Jean-Éric Pin, Pure and Applied Mathematics Vol 141,
Elsevier, 2004, ISBN 0-12-532111-2. |
|
Semigroups, Algorithms, Automata and
Languages, Gracinda M.S. Gomes, Jean-Éric Pin, Pedro V.
Silva (Editors), World Scientific, 2002.
|
|
Mathématiques et
informatique : exercices résolus, vol. 1 et 2,
Jean Berstel, Jean-Éric Pin et Michel Pocchiola, McGraw-Hill
France, 1991. |
|
Formal properties of finite
automata and applications, Jean-Éric Pin (Editor), LNCS 386, 1989.
|
|
Varieties of formal languages,
Jean-Éric Pin, North Oxford, London et Plenum, New-York, 1986. |
|
Variétés de langages
formels, Jean-Éric Pin, Masson, Paris, 1984. |
| K. Henckell, S. Margolis,
J.-É. Pin and J. Rhodes, Ash's type II theorem, profinite topology and Malcev
products, International Journal of Algebra and
Computation 1 (1991), 411-436. Résumé,
 |
|
J.-É. Pin, Logic On Words, Bulletin
of the European Association of Theoretical Computer Science
54 (1994), 145--165. Résumé |
|
J.-É. Pin, Finite semigroups and recognizable
languages: an introduction, in NATO Advanced Study Institute
Semigroups, Formal Languages and Groups, J. Fountain (éd.),
pp. 1--32, Kluwer academic publishers, 1995. Résumé |
|
D. Perrin and J.-É. Pin, Semigroups and automata on infinite words in NATO
Advanced Study Institute Semigroups, Formal Languages and Groups,
J. Fountain (éd.), pp. 49--72, Kluwer academic publishers, 1995.
Résumé |
|
J.-É. Pin, Finite semigroups as categories,
ordered semigroups or compact semigroups, Semigroup Theory and its
Applications, K. H. Hofmann and M. W. Mislove eds., London
Mathematical Society Lecture Note Series 231, pp. 107--121,
Cambridge University Press, 1996. Résumé |
|
J.-É. Pin, PG = BG, a success story,
in NATO Advanced Study Institute Semigroups, Formal Languages and
Groups, J. Fountain (éd.), pp. 33--47, Kluwer academic
publishers, 1995. Résumé
|
|
J.-É. Pin, Tropical Semirings, in
Idempotency, J. Gunawardena (éd.), Cambridge University
Press, 1998, 50--69. Résumé |
|
J.-É. Pin, Logic, Semigroups and
Automata on Words, Annals of Mathematics and Artificial
Intelligence 16 (1996), 343--384. Résumé |
|
J.-É. Pin, Syntactic semigroups, Chap.
10 in Handbook of formal languages, Vol. I, G. Rozenberg et A.
Salomaa (éd.), Springer Verlag, 1997, 679--746. Résumé |
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