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Semigroups: a personal perspective | I discuss semigroup theory and my recent research.I discuss semigroup theory and my recent research. (by Benjamin Steinberg)
http://bensteinberg.wordpress.com/
I discuss semigroup theory and my recent research. (by Benjamin Steinberg)
http://bensteinberg.wordpress.com/
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Semigroups: a personal perspective | I discuss semigroup theory and my recent research. | bensteinberg.wordpress.com Reviews
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I discuss semigroup theory and my recent research. (by Benjamin Steinberg)
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Benjamin Steinberg | Semigroups: a personal perspective
https://bensteinberg.wordpress.com/author/bsteinbg
Semigroups: a personal perspective. I discuss semigroup theory and my recent research. Author Archives: Benjamin Steinberg. Mathematician interested in semigroups, groups and automata. A new book: the representation theory of finite monoids. April 1, 2015. I am writing a book with Springer on the representation theory of finite monoids. A preliminary version is here. Comments and feedback are welcome. The uniform word problem for finite semigroups. December 25, 2013. September 21, 2013. August 22, 2013.
Isomorphism of oriented matroids from a semigroup viewpoint | Semigroups: a personal perspective
https://bensteinberg.wordpress.com/2013/08/13/equivalence-or-oriented-matroids-from-a-semigroup-viewpoint
Semigroups: a personal perspective. I discuss semigroup theory and my recent research. Hyperplane face semigroups and zonotopes. Equalizers of free monoid morphisms, supports of rational power series and a question of Pin →. Isomorphism of oriented matroids from a semigroup viewpoint. August 13, 2013. This is in some sense a sequel to this post. Basically, I want to show that the somewhat awkward, in my opinion, definition of isomorphism of oriented matroids. Found, for example, here. Is a unary submonoid.
August | 2013 | Semigroups: a personal perspective
https://bensteinberg.wordpress.com/2013/08
Semigroups: a personal perspective. I discuss semigroup theory and my recent research. Monthly Archives: August 2013. Equalizers of free monoid morphisms, supports of rational power series and a question of Pin. August 22, 2013. In this mathoverflow question, J.-E. Pin asked if it is decidable whether the support of a -rational power series in non-commuting variables is a regular language. I pointed out that the answer is no and will elaborate here because it … Continue reading →. August 13, 2013.
Hyperplane face semigroups and zonotopes | Semigroups: a personal perspective
https://bensteinberg.wordpress.com/2013/07/29/hyperplane-face-semigroups-and-zonotopes
Semigroups: a personal perspective. I discuss semigroup theory and my recent research. Endomorphism monoids of finite topological spaces. Isomorphism of oriented matroids from a semigroup viewpoint →. Hyperplane face semigroups and zonotopes. July 29, 2013. Let me start with zonotopes. A. Is a linear projection of a hypercube. In other words, it is an image of. Under some linear map. Alternatively, one can define a zonotope as a Minkowski sum. Of line segments. In this case. Is the image of. It consists ...
February | 2012 | Semigroups: a personal perspective
https://bensteinberg.wordpress.com/2012/02
Semigroups: a personal perspective. I discuss semigroup theory and my recent research. Monthly Archives: February 2012. February 16, 2012. This is my new blog. I’m not sure how often I will get around to posting, but I’ll try to be doing it from time to time. A new book: the representation theory of finite monoids. The uniform word problem for finite semigroups. The first order theory of two endomorphisms of a finite dimensional vector space is undecidable. Semigroups: a personal perspective.
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Math for Kids | Joel David Hamkins
http://jdh.hamkins.org/category/math-for-kids
Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Category Archives: Math for Kids. The pirate treasure division problem. May 20, 2016. In my logic course this semester, as a part of the section on the logic of games, we considered the pirate treasure division problem. Suppose that you are pirate 10: what plan do you propose? Furthermore, it is common knowledge amongst the pi...
Teaching | Joel David Hamkins
http://jdh.hamkins.org/category/teaching
Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Survey of Logic for Philosophers, CUNY GC PHIL 76500, Spring 2016. November 11, 2015. Survey of Logic for Philosophers. Students will solve weekly problem sets and write a final paper on a topic chosen in consultation with me. Students talks on their research projects. The logic of missing information. The fundamental theorem ...
Grants and Awards | Joel David Hamkins
http://jdh.hamkins.org/category/grants-and-awards
Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Category Archives: Grants and Awards. On the strength of second-order set theories beyond ZFC, PSC-CUNY Research Award grant, 2016. April 16, 2016. J D Hamkins, On the strength of second-order set theories beyond ZFC, PSC-CUNY Research Award grant #69573-00 47, funded for 2016-2017. Click to print (Opens in new window). I shal...
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Semigroups: a personal perspective | I discuss semigroup theory and my recent research.
Semigroups: a personal perspective. I discuss semigroup theory and my recent research. A new book: the representation theory of finite monoids. April 1, 2015. I am writing a book with Springer on the representation theory of finite monoids. A preliminary version is here. Comments and feedback are welcome. The uniform word problem for finite semigroups. December 25, 2013. Without appealing to Malcev’s theorem on residual finiteness. There exists a finite set of relations. It is undecidable whether. Can in...
Ben Steinberger Photography
Brazilian concert violinist Manoela Wunder in studio. Myke Terry in his comfort zone at home in DTLA. Brazilian concert violinist Manoela Wunder in studio. Myke Terry in his comfort zone at home in DTLA.
Ben Steinbrnner's Blog
Thursday, November 6, 2008. Thursday, October 9, 2008. Go to this site to get all your nutritional needs. Http:/ www.nutritionaltree.com. Wednesday, November 28, 2007. WII vs. Vietnam War. WWII vs. The Vietnam War. Albert Steinbrunner and Lavern Steinbrunner are both Veterans of foreign wars. Albert severed in WWII and Lavern served in The Vietnam War. Both saw and experienced many things while serving in the United States Army. Powered by Podbean.com. Thursday, November 8, 2007. Wait, you couldn't see t...
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