《Acm Transactions On Computation Theory》(《Acm 计算理论汇刊》)是一本由ACM出版的COMPUTER SCIENCE, THEORY & METHODS学术刊物,主要刊载COMPUTER SCIENCE, THEORY & METHODS相关领域研究成果与实践,旨在打造一种学术水平高、可读性强、具有全球影响力的学术期刊。本刊已入选
Acm Transactions On Computation Theory期刊中文名:Acm 计算理论汇刊ISSN:1942-3454E-ISSN:1942-3462该杂志国际简称:ACM T COMPUT THEORY,是由出版商ACM出版的一本致力于发布--研究新成果的的专业学术期刊。主要发表刊登有创见的学术论文文章、行业最新科研成果,扼要报道阶段性研究成果和重要研究工作的最新进展,选载...
ACM Transactions on Computation Theory (TOCT) is a scholarly journal devoted to the study of computational complexity theory and allied fields. TOCT publishes outstanding original research exploring the limits of feasible computation on a quarterly basis. As the research in the theory of computation an...
研究方向:COMPUTER SCIENCE, THEORY & METHODS 杂志简介 SCIE期刊 ACM Transactions on Computation Theory focuses on research in computational complexity theory and related fields, aiming to publish outstanding original research exploring feasible computational limits. It involves a wide range of topics, in...
Acm Transactions On Computation Theory期刊的学术评价如何? 该期刊是一本由ACM出版社出版的学术期刊,属于JCR分区中学科领域的区,学科领域的区,学科领域的区期刊,中科院分区为学科领域。该期刊的ISSN为1942-3454,近一年未被列入预警期刊名单,是一本国际优秀期刊。 该期刊收稿方向是什么? 该期刊涉及的研究领域是COMPUTER...
The 57th ACM Symposium on Theory of Computing (STOC 2025), sponsored by the ACM Special Interest Group on Algorithms and Computation Theory (SIGACT), will be held in Prague, Czech Republic from Monday, June 23 to Friday, June 27. Papers presenting new and original research on the theory of...
ACM Transactions on Computation Theory (TOCT)ACM Transactions on Design Automation of Electronic ...
计算机科学3区COMPUTER SCIENCE, THEORY & METHODS计算机:理论方法LOGIC逻辑学3区3区否否 名词解释: 基础版:将SCI期刊分为数学、物理、化学、医学、环境科学与生态学、生物、农林科学、工程技术、地学、地学天文、社会科学、管理科学及综合性期刊13个大类学科,再根据各大类期刊3年的平均影响因子进行划分。前5%为该类...
TSLP-MWE 2013 : ACM Transactions on Speech and Language Processing Special Issue on Multiword Expressions: from Theory to Practice and Usegrupocolejogojapanemelalkimhunghnnijesh
The ACM Transactions on Computation Theory (ToCT) is a scholarly journal publishing outstanding original research that explores the mathematical nature of computation, and its theoretical limitations. Topics include, but are not limited to, computational complexity, foundations of cryptography, randomness in...