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Complexity class
Known as:
Computational complexity classes
, Time-complexity class
, Complexity classes
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In computational complexity theory, a complexity class is a set of problems of related resource-based complexity. A typical complexity class has a…
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AC (complexity)
AC0
AWPP (complexity)
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2015
2015
Minimal Cooperation in P Systems with Symport/Antiport: A Complexity Approach
L. V. Cabrera
,
Bosheng Song
,
L. F. Ramos
,
Linqiang Pan
,
A. Núñez
,
M. J. P. Jiménez
2015
Corpus ID: 16975071
1 Research Group on Natural Computing Department of Computer Science and Artificial Intelligence Universidad de Sevilla Avda…
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2014
2014
Impossibility of Classically Simulating One-Clean-Qubit Computation
Keisuke Fujii
,
Hirotada Kobayashi
,
T. Morimae
,
H. Nishimura
,
S. Tamate
,
S. Tani
arXiv.org
2014
Corpus ID: 263442730
2013
2013
CroMatcher results for OAEI 2016
M. Gulić
,
B. Vrdoljak
,
M. Banek
OM@ISWC
2013
Corpus ID: 2766894
CroMatcher is an ontology matching system based on terminological and structural matchers. The most important part of the system…
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2012
2012
An Optimal Frontier of the Efficiency of Tissue P Systems with Cell Division
A. Porreca
,
Niall Murphy
,
M. J. P. Jiménez
2012
Corpus ID: 17432122
Summary. In the framework of tissue P systems with cell division, the length of communication rules provides a frontier for the…
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2001
2001
Developing applications with Java and UML : プログラマーのための統一モデリング
Paul R. Reed
,
テクノロジックアート
,
長瀬 嘉秀
,
今野 睦
2001
Corpus ID: 60033211
第1章 プロジェクトのジレンマ 第2章 Java、オブジェクト指向分析・設計、UML 第3章 プロジェクトの開始 第4章 ユースケース 第5章 クラス 第6章 ユーザインタフェースのプロトタイプの構築 第7章 アプリケーションの動的要素 第8章 技術展望 第9章 オブジェクトの格納:データの永続性 第10章 インフラとアーキテクチャのレビュー 第11章 サーブレット、JSP、JavaBeanによる構築 第12章 サーブレット、JSP、EJBによる構築
1999
1999
Complexity theoretical results for randomized branching programs
Martin Sauerhoff
1999
Corpus ID: 12511056
This work is settled in the area of complexity theory for rest icted variants of branching programs. Today, branching programs…
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1998
1998
First-Order Closure and the Monadic Second-Order Alternation Hierarchy
O. Matz
1998
Corpus ID: 117990972
The rst-order closure of a class F of formulas is the smallest superclass of F that is closed under rst-order quantiication. We…
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1992
1992
The coincidence Nielsen number for maps into real projective spaces
J. Jezierski
1992
Corpus ID: 1941476
We give an algorithm to compute the coincidence Nielsen number N(f, g), introduced in [DJ], for pairs of maps into real…
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1986
1986
Complete sets and closeness to complexity classes
U. Schöning
Mathematical Systems Theory
1986
Corpus ID: 536020
We consider two setsA andB to be close to each other if the census of their symmetric difference,A ▵B, is a slowly increasing…
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1969
1969
Dense and Non-Dense Families of Complexity Classes
A. Borodin
,
R. Constable
,
J. Hopcroft
Scandinavian Workshop on Algorithm Theory
1969
Corpus ID: 1379776
Let Φ be any abstract measure of computational complexity, and let L denote the specific measure of memory resource (tape) on one…
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