Network Calculus A Theory of Deterministic Queuing Systems for the Internet /
Le Boudec, Jean-Yves.
Network Calculus A Theory of Deterministic Queuing Systems for the Internet / [electronic resource] : by Jean-Yves Le Boudec, Patrick Thiran. - 1st ed. 2001. - XX, 276 p. online resource. - Lecture Notes in Computer Science, 2050 1611-3349 ; . - Lecture Notes in Computer Science, 2050 .
Network Calculus -- Application of Network Calculus to the Internet -- Basic Min-plus and Max-plus Calculus -- Min-plus and Max-plus System Theory -- Optimal Multimedia Smoothing -- FIFO Systems and Aggregate Scheduling -- Adaptive and Packet Scale Rate Guarantees -- Time Varying Shapers -- Systems with Losses.
Network Calculus is a set of recent developments that provide deep insights into flow problems encountered in the Internet and in intranets. The first part of the book is a self-contained, introductory course on network calculus. It presents the core of network calculus, and shows how it can be applied to the Internet to obtain results that have physical interpretations of practical importance to network engineers. The second part serves as a mathematical reference used across the book. It presents the results from Min-plus algebra needed for network calculus. The third part contains more advanced material. It is appropriate reading for a graduate course and a source of reference for professionals in networking by surveying the state of the art of research and pointing to open problems in network calculus and its application in different fields, such as mulitmedia smoothing, aggegate scheduling, adaptive guarantees in Internet differential services, renegotiated reserved services, etc.
9783540453185
10.1007/3-540-45318-0 doi
Computer science.
Computer networks .
Operating systems (Computers).
Coding theory.
Information theory.
Application software.
Information storage and retrieval systems.
Computer Science.
Computer Communication Networks.
Operating Systems.
Coding and Information Theory.
Computer and Information Systems Applications.
Information Storage and Retrieval.
QA75.5-76.95
004
Network Calculus A Theory of Deterministic Queuing Systems for the Internet / [electronic resource] : by Jean-Yves Le Boudec, Patrick Thiran. - 1st ed. 2001. - XX, 276 p. online resource. - Lecture Notes in Computer Science, 2050 1611-3349 ; . - Lecture Notes in Computer Science, 2050 .
Network Calculus -- Application of Network Calculus to the Internet -- Basic Min-plus and Max-plus Calculus -- Min-plus and Max-plus System Theory -- Optimal Multimedia Smoothing -- FIFO Systems and Aggregate Scheduling -- Adaptive and Packet Scale Rate Guarantees -- Time Varying Shapers -- Systems with Losses.
Network Calculus is a set of recent developments that provide deep insights into flow problems encountered in the Internet and in intranets. The first part of the book is a self-contained, introductory course on network calculus. It presents the core of network calculus, and shows how it can be applied to the Internet to obtain results that have physical interpretations of practical importance to network engineers. The second part serves as a mathematical reference used across the book. It presents the results from Min-plus algebra needed for network calculus. The third part contains more advanced material. It is appropriate reading for a graduate course and a source of reference for professionals in networking by surveying the state of the art of research and pointing to open problems in network calculus and its application in different fields, such as mulitmedia smoothing, aggegate scheduling, adaptive guarantees in Internet differential services, renegotiated reserved services, etc.
9783540453185
10.1007/3-540-45318-0 doi
Computer science.
Computer networks .
Operating systems (Computers).
Coding theory.
Information theory.
Application software.
Information storage and retrieval systems.
Computer Science.
Computer Communication Networks.
Operating Systems.
Coding and Information Theory.
Computer and Information Systems Applications.
Information Storage and Retrieval.
QA75.5-76.95
004