Métodos cuantitativos para los negocios (Registro nro. 77)
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| 000 -LEADER | |
|---|---|
| fixed length control field | 09764 a2200253 4500 |
| 001 - CONTROL NUMBER | |
| control field | 102 |
| 005 - DATE AND TIME OF LATEST TRANSACTION | |
| control field | 20260407155410.0 |
| 008 - FIXED-LENGTH DATA ELEMENTS--GENERAL INFORMATION | |
| fixed length control field | 260407a1999 arg spa d |
| 003 - CONTROL NUMBER IDENTIFIER | |
| control field | AR-UNSa-BCEJYS |
| 040 ## - CATALOGING SOURCE | |
| Original cataloging agency | AR-UNSa-BCEJYS |
| Language of cataloging | spa |
| Transcribing agency | AR-UNSa-BCEJYS |
| 080 ## - UNIVERSAL DECIMAL CLASSIFICATION NUMBER | |
| Universal Decimal Classification number | 519.87 |
| Common auxiliary subdivision | Modelos matemáticos para la investigación operativa |
| 020 ## - INTERNATIONAL STANDARD BOOK NUMBER | |
| International Standard Book Number | 978-968-7529-56-1 |
| 100 1# - MAIN ENTRY--PERSONAL NAME | |
| Personal name | Anderson, David R. |
| 245 10 - TITLE STATEMENT | |
| Title | Métodos cuantitativos para los negocios |
| 250 ## - EDITION STATEMENT | |
| Edition statement | 7a. ed |
| 264 #1 - PRODUCTION, PUBLICATION, DISTRIBUTION, MANUFACTURE, AND COPYRIGHT NOTICE | |
| Place of production, publication, distribution, manufacture | México : |
| Name of producer, publisher, distributor, manufacturer | Thomson |
| Date of production, publication, distribution, manufacture, or copyright notice | 1999 |
| 300 ## - PHYSICAL DESCRIPTION | |
| Extent | xix, 834 p. |
| Dimensions | 26 cm |
| 505 ## - FORMATTED CONTENTS NOTE | |
| Formatted contents note | 1. Introducción - 2. Introducción a la probabilidad - 3. Distribuciones de probabilidad - 4. Análisis de decisiones - 5. Utilidad y toma de decisiones - 6.Pronósticos - 7. Programación lineal: el método gráfico - 8. Programación lineal: Formulación, solución por computadora e interpretación - 9. Aplicaciones de programación lineal - 10. Problemas de transporte, asignación y transbordo - 11. Programación lineal de enteros - 12. Programación de proyectos: PERT/CPM - 13. Administración de inventarios: demanda independiente - 14. Administración de inventarios: demanda dependiente - 15. Modelos de línea de espera - 16. Simulación - 17. Procesos de Markov - 18. Problemas de decisiones con objetivos múltiples |
| 590 ## - LOCAL NOTE (RLIN) | |
| Local note | niveau_biblio:m niveau_hierar:0 |
| 700 1# - ADDED ENTRY--PERSONAL NAME | |
| Personal name | Sweeney, Dannis J. |
| 700 1# - ADDED ENTRY--PERSONAL NAME | |
| Personal name | Williams, Thomas A. |
| 856 41 - ELECTRONIC LOCATION AND ACCESS | |
| Uniform Resource Identifier | <a 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">data:image/jpeg;base64,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</a> |
| Link text | Imagen de portada |
| Electronic format type | image/jpeg |
| 942 ## - ADDED ENTRY ELEMENTS (KOHA) | |
| Koha item type | |
| Withdrawn status | Lost status | Damaged status | Not for loan | Home library | Current library | Shelving location | Date acquired | Total checkouts | Full call number | Barcode | Date last seen | Price effective from | Koha item type |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86554 | 07/04/2026 | 07/04/2026 | Libro | ||||||
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86555 | 07/04/2026 | 07/04/2026 | Libro | ||||||
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86556 | 07/04/2026 | 07/04/2026 | Libro | ||||||
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86943 | 07/04/2026 | 07/04/2026 | Libro | ||||||
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86944 | 07/04/2026 | 07/04/2026 | Libro | ||||||
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86945 | 07/04/2026 | 07/04/2026 | Libro | ||||||
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86946 | 07/04/2026 | 07/04/2026 | Libro | ||||||
| Biblioteca Prof. Eusebio Cleto del Rey | Biblioteca Prof. Eusebio Cleto del Rey | 07/04/2026 | 519.87 A543 7ed. | L86947 | 07/04/2026 | 07/04/2026 | Libro |