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020 9781466552647|q(electronic bk.)
020 1466552646|q(electronic bk.)
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024 7 10.1201/b12733|2doi
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049 INap
082 04 004.601/51972
082 04 004.601/51972|223
099 eBook O’Reilly for Public Libraries
100 1 Oki, Eiji,|d1969-|eauthor.|1https://id.oclc.org/worldcat/
entity/E39PCjFkbxyVQW3fjQKHXTKR4y
245 10 Linear programming and algorithms for communication
networks :|ba practical guide to network design, control,
and management /|cEiji Oki.|h[O'Reilly electronic
resource]
260 Boca Raton :|bCRC Press,|c[2013]
300 1 online resource (xiii, 194 pages) :|billustrations
336 text|btxt|2rdacontent
337 computer|bc|2rdamedia
338 online resource|bcr|2rdacarrier
347 data file
504 Includes bibliographical references and index.
505 0 1. Optimization problems for communication networks -- 2.
Basics of linear programming -- 3. GLPK (GNU linear
programming kit) -- 4. Basic problems for communication
networks -- 5. Disjoint path routing -- 6. Optical
wavelength-routed network -- 7. Routing and traffic-demand
model -- 8. IP routing -- 9. Mathematical puzzles.
520 "Explaining how to apply to mathematical programming to
network design and control, Linear Programming and
Algorithms for Communication Networks: A Practical Guide
to Network Design, Control, and Management fills the gap
between mathematical programming theory and its
implementation in communication networks. From the basics
all the way through to more advanced concepts, its
comprehensive coverage provides readers with a solid
foundation in mathematical programming for communication
networks. Addressing optimization problems for
communication networks, including the shortest path
problem, max flow problem, and minimum-cost flow problem,
the book covers the fundamentals of linear programming and
integer linear programming required to address a wide
range of problems. It also: Examines several problems on
finding disjoint paths for reliable
communicationsAddresses optimization problems in optical
wavelength-routed networksDescribes several routing
strategies for maximizing network utilization for various
traffic-demand modelsConsiders routing problems in
Internet Protocol (IP) networksPresents mathematical
puzzles that can be tackled by integer linear programming
(ILP)Using the GNU Linear Programming Kit (GLPK) package,
which is designed for solving linear programming and mixed
integer programming problems, it explains typical problems
and provides solutions for communication networks. The
book provides algorithms for these problems as well as
helpful examples with demonstrations. Once you gain an
understanding of how to solve LP problems for
communication networks using the GLPK descriptions in this
book, you will also be able to easily apply your knowledge
to other solvers."--|cProvided by publisher
520 "Preface The purpose of mathematical programming, or
optimization, is to maximize or minimize an objective
function considering some constraints. One of the
applications of mathematical programming is to design and
control communication networks, which consist of
multitudes of nodes and links. For example, when the
capacity of each link is given in a network, a key problem
is to find an optimum set of routes on which a traffic
flow from a source node to a destination node can be
maximized. Another related example is as follows: when the
capacity and cost of each link in a network and a traffic
demand from a source node to a destination node are given,
a frequent problem is to find an optimum set of routes
that minimizes the total cost of transmitting the required
traffic demand. These problems are solved by using the
techniques raised in the field of mathematical
programming. Linear Programming (LP) is a special case of
mathematical programming, where the objective function and
all the constraints are expressed as linear functions.
Since most of many basic and fundamental optimization
problems on communication networks are categorized into LP
problems, this book focuses on LP. There are several
excellent books that well describe LP and its applications
to communication networks for undergraduate and graduate
students. Most of them explain how to theoretically solve
optimization problems, while those on communication
networks may provide some simple examples of typical
applications of LP to communication networks by
formulating problems on network design and control"--
|cProvided by publisher
588 0 Desciption based on print version record.
590 O'Reilly|bO'Reilly Online Learning: Academic/Public
Library Edition
650 0 Computer networks|xDesign and construction.
650 0 Linear programming.
650 0 Communication|xNetwork analysis.
650 0 Telecommunication.
650 6 Programmation linéaire.
650 6 Communication|xAnalyse de réseau.
650 6 Télécommunications.
650 7 telecommunications.|2aat
650 7 Communication|xNetwork analysis|2fast
650 7 Computer networks|xDesign and construction|2fast
650 7 Linear programming|2fast
650 7 Telecommunication|2fast
776 08 |iPrint version:|aOki, Eiji, 1969-|tLinear programming and
algorithms for communication networks.|dBoca Raton : CRC
Press, [2013]|z9781466552630|w(DLC) 2012025209
|w(OCoLC)777603286
856 40 |uhttps://ezproxy.naperville-lib.org/login?url=https://
learning.oreilly.com/library/view/~/9781466552647/?ar
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