Abstract. This is the 25th edition of a column that covers new developments in the theory of NP-completeness. The presentation is modeled on that which M. R. Garey and I used in our book “Computers and Intractability: A Guide to the Theory of NP-Completeness, ” W. H. Freeman & Co., New York, 1979, hereinafter referred to as “[G&J]. ” Previous columns, the first 23 of which appeared in J. Algorithms, will be referred to by a combination of their sequence number and year of appearance, e.g., “[Col 1, 1981]. ” Full bibliographic details on the previous columns, as well as downloadable unofficial versions of them, can be found a
A fixed-parameter is an algorithm that provides an optimal solution to a combinatorial problem. This...
We use hypotheses of structural complexity theory to separate various NP-com-pleteness notions. In p...
AbstractWe present a reduction that allows us to establish completeness results for several approxim...
This is the 21st edition of a (supposedly) quarterly column that covers new developments in the theo...
The theory of NP-completeness [GJ79] is arguably the most important intellectual contribution of The...
AbstractWe introduce a formal framework for studying approximation properties of NP optimization (NP...
Cet article est le premier d'une série de deux articles où nous présentons les principales caractéri...
These are the course notes for my lectures on "Resolution of NP-complete problems". These lectures a...
Introduction Chapter 5: NP-completeness 5.1 Introduction In the previous chapter we met two compu...
A decade before NP-completeness became the lens through which Computer Science views computationally...
In this note we discuss some drawbacks of some approaches to the classification of NP-complete optim...
The main objective of the polynomial approximation is the development of polynomial time algorithms ...
We present a reduction that allows us to establish completeness results for several approximation cl...
NP Complete (abbreviated as NPC) problems, standing at the crux of deciding whether P=NP, are among ...
Abstract: The fact that polynomial time algorithm is very unlikely to be devised for an optimal solv...
A fixed-parameter is an algorithm that provides an optimal solution to a combinatorial problem. This...
We use hypotheses of structural complexity theory to separate various NP-com-pleteness notions. In p...
AbstractWe present a reduction that allows us to establish completeness results for several approxim...
This is the 21st edition of a (supposedly) quarterly column that covers new developments in the theo...
The theory of NP-completeness [GJ79] is arguably the most important intellectual contribution of The...
AbstractWe introduce a formal framework for studying approximation properties of NP optimization (NP...
Cet article est le premier d'une série de deux articles où nous présentons les principales caractéri...
These are the course notes for my lectures on "Resolution of NP-complete problems". These lectures a...
Introduction Chapter 5: NP-completeness 5.1 Introduction In the previous chapter we met two compu...
A decade before NP-completeness became the lens through which Computer Science views computationally...
In this note we discuss some drawbacks of some approaches to the classification of NP-complete optim...
The main objective of the polynomial approximation is the development of polynomial time algorithms ...
We present a reduction that allows us to establish completeness results for several approximation cl...
NP Complete (abbreviated as NPC) problems, standing at the crux of deciding whether P=NP, are among ...
Abstract: The fact that polynomial time algorithm is very unlikely to be devised for an optimal solv...
A fixed-parameter is an algorithm that provides an optimal solution to a combinatorial problem. This...
We use hypotheses of structural complexity theory to separate various NP-com-pleteness notions. In p...
AbstractWe present a reduction that allows us to establish completeness results for several approxim...