Probabilité: exercices corrigés
(eBook)

Book Cover
Published:
Les Ulis : EDP Sciences, ©2008.
Format:
eBook
ISBN:
9782759801060, 2759801063
Physical Desc:
1 online resource (145 pages)
Status:
Ebsco (CCU)
Description

This notebook of exercises and corrections accompanies the title Probability, by Philippe Barbe and Michel Ledoux, edited in the same series and aimed at graduate students of mathematics. It summarizes the main points at the end of each chapter and offers detailed solutions to the questions raised.

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Citations
APA Citation (style guide)

Carrieu, H., & Barbe, P. (2008). Probabilité: exercices corrigés. Les Ulis, EDP Sciences.

Chicago / Turabian - Author Date Citation (style guide)

Carrieu, Hervé and Philippe. Barbe. 2008. Probabilité: Exercices Corrigés. Les Ulis, EDP Sciences.

Chicago / Turabian - Humanities Citation (style guide)

Carrieu, Hervé and Philippe. Barbe, Probabilité: Exercices Corrigés. Les Ulis, EDP Sciences, 2008.

MLA Citation (style guide)

Carrieu, Hervé. and Philippe Barbe. Probabilité: Exercices Corrigés. Les Ulis, EDP Sciences, 2008.

Note! Citation formats are based on standards as of July 2022. Citations contain only title, author, edition, publisher, and year published. Citations should be used as a guideline and should be double checked for accuracy.
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Language:
French

Notes

General Note
Title from PDF title page (viewed January 13, 2010).
General Note
"L3M1"--Cover
Description
This notebook of exercises and corrections accompanies the title Probability, by Philippe Barbe and Michel Ledoux, edited in the same series and aimed at graduate students of mathematics. It summarizes the main points at the end of each chapter and offers detailed solutions to the questions raised.
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Grouped Work ID:
59f4a109-eca2-3cdd-bcdd-0ada3104edd0
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Record Information

Last File Modification TimeApr 05, 2024 09:21:44 PM
Last Grouped Work Modification TimeApr 05, 2024 09:12:39 PM

MARC Record

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5050 |a TABLE DES MATIÈRES; INTRODUCTION; I THÉORIE DE LA MESURE; II Intégration; III Mesure de probabilité; IV Indépendance; V Convergence de suites de variables aléatoires; VI Probabilités et espérances conditionnelles; VII Martingales (à temps discret); VIII Chaînes de Markov (à espace d'états dénombrable).
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