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Shortest Path Solvers. From Software to Wetware

shortest path problem is a fundamental and classical problem in graph theory and computer science and is frequently applied in the contexts;

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The Shortest-Path Problem

shortest path problem in detail, starting with the classic Dijkstra's algorithm and moving to more advanced solutions that are currently applied to;

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The Shortest-Path Problem

shortest path problem in detail, starting with the classic Dijkstra's algorithm and moving to more advanced solutions that are currently applied to;

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Path Problems in Networks

The algebraic path problem is a generalization of the shortest path problem in graphs. Various instances of this abstract problem have;

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Time-Varying Network Optimization

including the shortest path problem, the minimum-spanning tree problem, the maximum flow problem, and many more. The time-varying traveling salesman;

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802.1aq Shortest Path Bridging Design and Evolution: The Architect's Perspective

Facilitates both the understanding and adoption of 802.1aq as a networking solution 802.1aq Shortest Path Bridging (SPB) is a technology;

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Networks in Action

One of the most well-known of all network optimization problems is the shortest path problem, where a shortest connection between two;

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Pathway Modeling & Algorithm Research

learning approaches; pathway modelling; shortest path algorithms; clustering algorithms; inductive logic programming and computationally efficient;

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Network Optimization

Topics include optimal branching problems, trans-shipment problems, shortest path problems, minimum cost flow problems, maximum flow;

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Competitive Programming in Python

problems like Dijkstra's shortest path algorithm and Knuth-Morris-Pratt's string matching algorithm are featured alongside lesser known data;

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Irresistible Integrals

the most interesting, rather than the shortest, path to the results. Along the way, they illuminate connections with many subjects, including;

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Irresistible Integrals

the most interesting, rather than the shortest, path to the results. Along the way, they illuminate connections with many subjects, including;

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Angry All The Time

overcome problem anger, contains both. The book is organized to move readers along the shortest path to recovery: In the first section;

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Steiner Trees in Industry

points are called terminals. The shortest network for three terminals was first studied by Fermat (1601-1665). Fermat proposed the problem;

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Grid Exploration

The grid exploration problem consists in finding a shortest possible tour which visits every cell of a grid at least once. Solutions to;

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The Shortest Path to Federal Dollars

The Shortest Path to Federal Dollars: GSA Schedules is the newest in a series of books that explain both the basics and the intricate;

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The Shortest History of England

Het boek 'The Shortest History of England' van James Hawes koop je bij bookspot.nl, nu voor 18.16!;

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The Shortest History Of War

Het boek 'The Shortest History Of War' van Gwynne Dyer koop je bij bookspot.nl, nu voor 18.16!;

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The Shortest History of England

Het boek 'The Shortest History of England' van James Hawes koop je bij bookspot.nl, nu voor 14.27!;

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Analysis of the Braess paradox under various assignments from shipping units to carriers

. In this Game Theoretical paradox, full information is given to all vehicles about the theoretically shortest path for one vehicle, measured;

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Robot Path Planning and Cooperation: Foundations, Algorithms and Experimentations

This book presents extensive research on two main problems in robotics: the path planning problem and the multi-robot task allocation;

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Ospf

monitoring and debugging routing in a TCP/IP network. This book provides a detailed description of OSPF (Open Shortest Path First), which;

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Geometric and Discrete Path Planning for Interactive Virtual Worlds

types of constraints and harnessing the power of graphics hardware in order to address Euclidean shortest paths and discrete search for multiple;

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Geometric and Discrete Path Planning for Interactive Virtual Worlds

types of constraints and harnessing the power of graphics hardware in order to address Euclidean shortest paths and discrete search for multiple;

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Coloring of Trees

(u, v) is at most l, where dist(u, v) denotes the length of the shortest path between u and v in G, l being a nonnegative integer. A coloring;

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Branching Solutions To One-dimensional Variational Problems

manifold. Various applications of the approach are presented, such as several generalizations of the famous Steiner problem of finding the shortest;

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Linear Programming and Algorithms for Communication Networks

shortest path problem, max flow problem, and minimum-cost flow problem, the book covers the fundamentals of linear programming and integer linear;

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