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- Random Walks on Groups and Monoids with a Markovian Harmonic Measure
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- Computing the average height in trace monoids \Lambda
- Zero-Automatic Networks Thu-Ha Dao-Thi and Jean Mairesse
- Computing the average height in trace monoids \Lambda
- On the existence of xed points for the /GI/1/1 queue
- Asymptotic Results on Infinite Tandem Queueing Networks \Lambda
- Task Resource Models and (max,+) S. Gaubert y & J. Mairesse z
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- The existence of xed points for the /GI/1 queue Jean Mairesse and Balaji Prabhakar y
- Mod#lisation # l'aide de syst#mes (max,+) lin#aires Jean Mairesse 1 (mairesse@sophia.inria.fr)
- MODELING AND ANALYSIS OF TIMED PETRI NETS USING HEAPS EPHANE GAUBERT AND JEAN MAIRESSE
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- MODELING AND ANALYSIS OF TIMED PETRI NETS USING HEAPS OF PIECES
- Zero-Automatic Queues and Product Form Thu-Ha Dao-Thi and Jean Mairesse
- Random walks on groups with a treelike Cayley graph
- Deciding Unambiguity and Sequentiality from a Finitely Ambiguous MaxPlus Automaton
- Random walks on free products of cyclic groups and on Artin groups with two generators
- Asymptotic Behavior in a Heap Model with Jean Mairesse and Laurent Vuillon 1
- MODELING AND ANALYSIS OF TIMED PETRI NETS USING HEAPS OF PIECES
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- C. R. Acad. Sci. Paris, t. ???, S erie I, p. ?--??, 200? PXMA????.TEX
- Zero-automaticity for groups and monoids Jean Mairesse
- Series which are both max-plus and min-plus rational are unambiguous
- On the existence of fixed points for the \Delta/GI/1/1 queue
- Asymptotic Results on Infinite Tandem Queueing Networks F. Baccelli, A. Borovkov, and J. Mairesse
- ZeroAutomatic Queues ThuHa DaoThi and Jean Mairesse #
- Growth series for Artin groups of dihedral type Jean Mairesse # and Frederic Math eus +
- Ergodic Theorems for Stochastic Operators and Discrete Event
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- Stationary Ergodic Jackson Networks: Results and CounterExamples
- Finiterange topical functions and uniformly topical functions
- Bilinear Functions and Trees over the (max; +) Semiring
- Generating series of the trace group Anne Bouillard and Jean Mairesse
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- Randomly Growing Braid on Three Strands and the Manta Ray
- The Annals of Applied Probability 2007, Vol. 17, No. 2, 502536
- Submitted exclusively to the London Mathematical Society DOI: 10.1112/S0000000000000000