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SIGACT News Complexity Theory Column 101 SIGACT新闻复杂性理论专栏101
Pub Date : 2019-07-24 DOI: 10.1145/3351452.3351461
L. Hemaspaandra
This issue's column brings to a close the half-year of Bill in the Complexity Theorem Column. In particular, the previous issue's Complexity Theory Column was Bill Gasarch's third P versus NP poll, and this issue's column is Bill, Erik, Jacob, and Scott's article on the muffin problem. Warmest thanks to Bill, Erik, Jacob, and Scott for their splendid baking! Quite naturally given that their article is rich in conjectures, this article is brought to you not just by the Complexity Theory Column, but in fact is a joint production with the Open Problems Column, the letter M, and the number 157 286 .
本期专栏为Bill在复杂度定理专栏的半年之久画上了句号。特别地,上一期的复杂性理论专栏是Bill Gasarch的第三次P对NP的民意调查,而这一期的专栏是Bill, Erik, Jacob和Scott关于松饼问题的文章。最热烈的感谢比尔,埃里克,雅各布和斯科特的精彩烘焙!很自然地,鉴于他们的文章充满了猜测,这篇文章不仅是由复杂性理论专栏带给你的,而且实际上是与开放问题专栏、字母M和数字157 286联合制作的。
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引用次数: 0
Guest Column: The Muffin Problem 客座专栏:松饼问题
Pub Date : 2019-07-24 DOI: 10.1145/3351452.3351462
W. Gasarch, S. Huddleston, Erik Metz, Jacob Prinz
You have m muffins and s students. You want to divide the muffins into pieces and give the shares to students such that every student has m s muffins and the minimum piece is maximized. Let f(m; s) be the minimum piece in the optimal protocol. We present, by examples, several methods to obtain upper and lower bounds on f(m; s).
你有m个松饼和5个学生。你想把松饼分成小块,然后分给学生,这样每个学生都有m个松饼,最小的一块是最大的。让f (m;S)是最优协议中的最小块。通过实例给出了求f(m)的上界和下界的几种方法;年代)。
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引用次数: 0
Review of Number Theory: An Introduction via the Density of Primes, second edition 回顾数论:通过素数密度介绍,第二版
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319630
Frederic Green
There are probably at least as many different approaches to number theory as there are books written about it. Some broad distinctions include those taking an historical versus (say) a purely modern approach, with many gradations in between, or those that are algebraically oriented (e.g., with an emphasis on reciprocity laws, or questions that relate to algebraic geometry), or still others that are more analytic. The book under review is definitely in the latter category. The "message" of the book is in the title, as primes and their density are the principle concern. In accordance with that theme, a highlight of the book is a complete proof of the prime number theorem. However, the theme and its variations are taken as springboards to other important fields, including aspects of algebraic number theory, as well as applications, such as primality testing and cryptography.
研究数论的不同方法可能至少和相关书籍的数量一样多。一些广泛的区别包括那些采取历史与(例如)纯粹的现代方法,在两者之间有许多层次,或那些以代数为导向的(例如,强调互惠定律,或与代数几何相关的问题),或者还有一些更分析的。书评中的这本书绝对属于后一类。这本书的“信息”就在书名中,因为质数和它们的密度是主要的关注点。与这个主题相一致,这本书的一个亮点是对素数定理的完整证明。然而,该主题及其变体被视为其他重要领域的跳板,包括代数数论的各个方面,以及应用,如素数测试和密码学。
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引用次数: 0
SPAA 2018 Review
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319638
Laxman Dhulipala
The 2018 ACM Symposium on Parallelism in Algorithms and Architectures was held on July 1618 in Vienna, Austria. The conference took place on the TU Wien campus in the Engineering building, an ideal location that was walking distance to central Vienna as well as historic buildings like Karlskirche and St. Stephen's Cathedral. Thanks to the organizers, presenters and attendees for their hard work that made this conference possible!
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引用次数: 0
The Book Review Column 书评专栏
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319629
Frederic Green
In this column we review two books, both mathematical, the second containing more of an emphasis on applications:
在这个专栏中,我们回顾两本书,都是数学的,第二本书更强调应用:
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引用次数: 0
SIGACT News Complexity Theory Column 100 SIGACT新闻复杂性理论专栏100
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319635
L. Hemaspaandra
This is column number 100, and Bill Gasarch has very kindly made it an event! In particular, this issue's column is the third of Bill Gasarch's series of polls on the eld's thoughts on P vs. NP (and other central issues in complexity). The rst two polls in the series appeared as SIGACT News Complexity Theory Columns 36 and 74. Warmest thanks to Bill Gasarch for having undertaken the huge task of creating the poll, gathering the responses, analyzing them, and writing this article on what the poll reveals, and to Clyde Kruskal who was Bill's magical elf on proofreading, polishing, and even knocking on doors to ask people what they think of P versus NP. (Psst: Bill and Clyde's 2019 book, "problems with a Point: Exploring Math and Computer Science" (https://www.worldscienti c.com/worldscibooks/10.1142/11261), sounds absolutely fascinating!)
这是第100个专栏,比尔·加萨奇好心地把它变成了一个活动!特别值得一提的是,本期专栏是Bill Gasarch关于P与NP(以及其他复杂的核心问题)的民意调查系列的第三篇。该系列的前两个民意调查出现在SIGACT新闻复杂性理论第36和74专栏。最热烈的感谢Bill Gasarch,他承担了创建民意调查的巨大任务,收集回复,分析它们,并撰写了这篇关于民意调查所揭示的内容的文章,感谢Clyde Kruskal,他是Bill的魔法精灵,负责校对,润泽,甚至上门询问人们对P与NP的看法。(嘘:比尔和克莱德2019年的书,“一个点的问题:探索数学和计算机科学”(https://www.worldscienti c.com/worldscibooks/10.1142/11261),听起来绝对迷人!)
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引用次数: 0
Using Go in teaching the theory of computation 运用围棋进行计算理论教学
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319639
G. Farr
With increased public interest in the ancient game of Go since 2016, it is an espe- cially good time to use it in teaching. The game is an excellent source of exercises in the theory of computation. We give some exercises developed during our research on Go which were then used when teaching this subject at Monash University. These are based on One-Dimensional Go (1D-Go) which uses a path graph as its board. They are about determining whether or not a position is legal and counting the number of legal positions. Curriculum elements that may be illustrated and practised using 1D-Go include: regular expressions, linear recurrences, proof by induction, nite automata, regular grammars, context-free grammars and languages, pushdown automata, and Turing machines.
自2016年以来,随着公众对围棋这一古老游戏的兴趣日益浓厚,现在是将围棋用于教学的绝佳时机。这个游戏是一个很好的计算理论练习资源。我们给出了一些在我们对围棋的研究中开发的练习,然后在莫纳什大学教授这门课程时使用。这些都是基于一维围棋(1D-Go),它使用路径图作为其板。它们是关于确定一个位置是否合法以及计算合法位置的数量。可以用1D-Go来说明和练习的课程元素包括:正则表达式、线性递归、归纳法证明、自动机、规则语法、上下文无关的语法和语言、下推自动机和图灵机。
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引用次数: 0
Technical Report Column 技术报告专栏
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319632
D. Kelley
Welcome to the Technical Reports Column. If your institution publishes technical reports that you'd like to have included here, please contact me at the email address above.
欢迎来到技术报告专栏。如果您的机构发布了您希望包含在这里的技术报告,请通过上面的电子邮件地址与我联系。
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引用次数: 0
Guest Column: The Third P=?NP Poll 嘉宾专栏:第三个P=?NP调查
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319636
W. Gasarch
In 2001 I (innocently!) asked Lane if I could write an article for his SIGACT News Complexity Theory Column that would be a poll of what computer scientists (and others) thought about P=?NP and related issues. It was to be an objective record of subjective opinions. I asked (by telegraph in those days) over 100 theorists. Exactly 100 responded, which made taking percentages very easy. That poll appeared in the SIGACT News Complexity Theory Column in 2002 (I call it the 2002 poll even though people answered it in 2001). The Wikipedia page on P=?NP links to it. That poll's readership and popularity have exceeded my wildest dreams.
2001年,我(天真地)问Lane是否可以为他的SIGACT新闻复杂性理论专栏写一篇文章,就计算机科学家(和其他人)对P=?NP及相关问题。它是主观意见的客观记录。我(当时通过电报)询问了100多位理论家。正好有100人回答,这使得计算百分比变得非常容易。这项民意调查出现在2002年的SIGACT新闻复杂性理论专栏(我称之为2002年的民意调查,尽管人们在2001年回答了这个问题)。维基百科关于P=?NP链接到它。那份民意调查的读者群和受欢迎程度超出了我的想象。
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引用次数: 10
Distributed Computing Column 73 SPAA 2018 Review 分布式计算,SPAA 2018
Pub Date : 2019-03-13 DOI: 10.1145/3319627.3319637
J. Welch
This issue's column contains a review of the 2018 ACM Symposium on Parallelism in Algorithms and Architectures (SPAA) by Laxman Dhulipa. Laxman has provided an insightful overview of the keynote lectures and highlights of the contributed presentations, that I hope will inspire you to track down and read the papers, if you haven't done so already.
本期专栏包含了Laxman Dhulipa对2018年ACM算法和架构并行性研讨会(SPAA)的回顾。拉克斯曼提供了一个深刻的主题演讲的概述和贡献的演讲的亮点,我希望能激励你去追踪和阅读这些论文,如果你还没有这样做的话。
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引用次数: 0
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