László Lovász

László Lovász

László Lovász is a Professor in the Department of Computer Science of the Eötvös Loránd University in Budapest, Hungary. His research topics cover combinatorial optimization, algorithms, complexity, graph theory, and random walks.

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Books Authored by László Lovász

Computation Complexity

Post date: 21 Mar 2007
These notes deal with the foundations of complexity theory for a one-semester graduate course. Part of it is also suitable for an undergraduate course, at a slower pace. Mathematical maturity is the main prerequisite.
Publication date: 15 Mar 1994
 
Computation Complexity

Computation Complexity

Post date: 21 Mar 2007
These notes deal with the foundations of complexity theory for a one-semester graduate course. Part of it is also suitable for an undergraduate course, at a slower pace. Mathematical maturity is the main prerequisite.
Publication date: 15 Mar 1994


Complexity of Algorithms

Post date: 09 Dec 2006
These notes deal with the foundations of measuring the complexity of a problem, algorithm or structure used in computer science, the traditional branches of mathematics, statistical physics, biology, medicine, social sciences and engineering.
Publication date: 31 Dec 1999
 
Complexity of Algorithms

Complexity of Algorithms

Post date: 09 Dec 2006
These notes deal with the foundations of measuring the complexity of a problem, algorithm or structure used in computer science, the traditional branches of mathematics, statistical physics, biology, medicine, social sciences and engineering.
Publication date: 31 Dec 1999


Discrete Mathematics

Post date: 09 Dec 2006
This book discusses a number of selected results and methods on discrete mathematics, mostly from the areas of combinatorics, graph theory, and combinatorial geometry, with a little elementary number theory.
Publication date: 30 Nov -0001
 
Discrete Mathematics

Discrete Mathematics

Post date: 09 Dec 2006
This book discusses a number of selected results and methods on discrete mathematics, mostly from the areas of combinatorics, graph theory, and combinatorial geometry, with a little elementary number theory.
Publication date: 30 Nov -0001


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