Catálogo Bibliográfico
Búsqueda por número de registro: 018824
| LDR | ·····nam##22·····5a#4500 |
| 001 | 018824 |
| 005 | 20190322145451.0 |
| 008 | 190315s2008####xx#d###f#b####001#0#und#d |
| 245 | 10 | $a Introduction to probability / $c Dimitri P. Bertsekas and John N. Tsitsiklis. |
| 250 | ## | $a 2nd ed. |
| 260 | ## | $a Massachusetts : $b Athena Scientific, $c c2008. |
| 300 | ## | $a xi, [531 p.] : $b il. ; $c 24 cm. |
| 504 | ## | $a Incluye referencias bibliográficas e indice. |
| 520 | ## | $a Develops the basic concepts od probability, random variables, stochastic processes, lawn of large numbers, and the central limit theorem. New in the 2nd edition: two chapters on statical inference, wich allow the use of the book in combined probability and statistic courses. Illustrates the theory with many examples. Provides many theoretical problems that extend the book´s coverage and enhance its mathematical foundation (solutions are included in the text) Provides many exercises that enhance the understanding of the basic material (solution are poste don the publisher´s website). Is supplemented by many unsolved practice exercises and other supportive class material poste don the publisher´s website. Has been developed through extensive classroom use and experience. |
| 020 | ## | $a 9781886529236 |
| 100 | 1# | $a Bertsekas, Dimitri P. |
| 700 | 1# | $a Tsitsiklis. John N. |
| 080 | ## | $a 519.21 |
| 650 | #7 | $a Probability. $2 inist |
| 650 | #7 | $a Stochastic processes. $2 inist |
| 650 | #7 | $a Probabilidad. $2 inist |
| 650 | #7 | $a Procesos estocásticos. $2 inist |
| 690 | ## | $a Ingeniería en Telecomunicaciones |
| 040 | ## | $a arbccab $b spa |
| 856 | 41 | $u https://images-na.ssl-images-amazon.com/images/I/51YN28ow7rL.%5FSX389%5FBO1,204,203,200%5F.jpg $3 Tapa |
| 856 | 41 | $u http://campi.cab.cnea.gov.ar/tocs/23793.pdf $3 Indice |
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Este catálogo cuenta con
18.559 registros,
y fue actualizado el 02/05/2024 a las 02:33
OPACMARC
2008.12.01
· Desarrollado en la Biblioteca Dr. Antonio Monteiro, Instituto de Matemática de
Bahía Blanca (CONICET/UNS).
Este módulo integra el Sistema 