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Teaching blog | Andrés Caicedo

Andrés Caicedo

http://caicedoteaching.wordpress.com/

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Teaching blog | Andrés Caicedo | caicedoteaching.wordpress.com Reviews

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305 – Derived subgroups of symmetric groups | Teaching blog

https://caicedoteaching.wordpress.com/2012/04/11/305-derived-subgroups-of-symmetric-groups

About myself – Contact info. 305 – Derived subgroups of symmetric groups. One of the problems in the last homework set. Is to study the derived group of the symmetric group. Is a group and. Then their commutator is defined as. Is the subgroup of. Generated by the commutators. Note that, since any permutation has the same parity as its inverse, any commutator in. Is even. This means that. The following short program is Sage allows us to verify that, for. In these 4 cases:. The output is in this case:.

2

305 – A lower bound for n(3) | Teaching blog

https://caicedoteaching.wordpress.com/2012/02/14/305-a-lower-bound-for-n3

About myself – Contact info. 305 – A lower bound for n(3). This continues the previous post on Friedman’s theorem. I want to give a brief idea of the size of Friedman’s. As defined on homework 2. The reference for what follows is. J Combin. Theory Ser. A, 95 (1). 2001), 102 144. Is the largest possible size. All of whose terms are 1, 2, or 3. Here, to have property. Is not a subsequence of the sequence. In lecture we gave an example of such a sequence, of length 216, namely. Larger than 216. We know.

3

305 – Projects | Teaching blog

https://caicedoteaching.wordpress.com/2012/05/09/305-projects-2

About myself – Contact info. 305 – Projects. I asked my 305 students to write a short paper as a final project. I am posting them here, with their permission; it is my hope that people will find them useful. There are some very nice papers here. The 17 plane symmetry groups. By Samantha Burns, Courtney Fletcher, and Aubray Zell. By Josh Giudicelli, Chantel Kelly, and James Kunz. The quaternions and octonions. By Mike Mesenbrink, and Nicole Stevenson. 17 plane symmetry groups. Feed You can leave a response.

4

305 – Homework V | Teaching blog

https://caicedoteaching.wordpress.com/2012/04/09/305-homework-v

About myself – Contact info. 305 – Homework V. This is the last homework set of the term. It is due Friday, April 27, 2012. At the beginning of lecture, but I am fine collecting it during dead week, if that works better. Recall that, given a group. Is the subgroup of. Generated by the commutators,. In class we saw that. And that equality holds for. Determine (with a proof or a counterexample) whether equality holds for all. Or what else is needed? The book lists for all. It is not true that for every.

5

305 – A brief update on n(3) | Teaching blog

https://caicedoteaching.wordpress.com/2012/04/12/305-a-brief-update-on-n3

About myself – Contact info. 305 – A brief update on n(3). This continues the previous post on A lower bound for. Only recently I was made aware of a note. Dated November 22, 2001, posted on Harvey Friedman. 8216;s page, “Lecture notes on enormous integers”. In section 8, Friedman recalls the definition of the function. The length of the longest possible sequence. With the property that for no. Is a subsequence of. Friedman says that “A good upper bound for. He also indicates a much larger. You are comme...

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Life in Daba Town: Post By Request

http://dabatown.blogspot.com/2012/09/post-by-request.html

Life in Daba Town. Friday, September 7, 2012. I have never had a request for an update. Probably one of the many contributing factors of my not blogging much or consistently. I am going to try to blog more so maybe I will try to keep my brain open for ideas. I also would like input about topics you've read here that you'd like to see more often. I will try to listen for funny quotes! I thought I would mention a couple of things in my first post back. 1 Funny comic http:/ falsewithasmith.com/. Youre back,...

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Life in Daba Town: September 2012

http://dabatown.blogspot.com/2012_09_01_archive.html

Life in Daba Town. Tuesday, September 18, 2012. I'm off to class to watch kids cry.". Friday, September 7, 2012. I have never had a request for an update. Probably one of the many contributing factors of my not blogging much or consistently. I am going to try to blog more so maybe I will try to keep my brain open for ideas. I also would like input about topics you've read here that you'd like to see more often. I will try to listen for funny quotes! 1 Funny comic http:/ falsewithasmith.com/. 6 Viola is g...

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Andrés Villaveces | avn – cursos

https://avncursos.wordpress.com/author/avillavecesn

Avn – cursos. Blog de cursos de Andrés Villaveces. Página web de Andrés Villaveces. Buscar dentro del blog. Map of the Universe. Éric Jaligot, 1972 2013. Model theoretic stability and definability of types, after A. Grothendieck. Europa, 2016 (frontera sur). Capilla de Kamppi / silencio. Casi no logro llegar al punto maravilloso. Línea 4 de Avenida Burnside a la Calle 86. Association for Symbolic Logic. Sociedad Colombiana de Matemáticas. Blog de cursos de Andrés Caicedo. Grupo de Lógica de Bogotá. Hola ...

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DISCR2 (II-15) (protegida) | avn – cursos

https://avncursos.wordpress.com/discr2-ii-15-protegida

Avn – cursos. Blog de cursos de Andrés Villaveces. Página web de Andrés Villaveces. Buscar dentro del blog. Map of the Universe. Éric Jaligot, 1972 2013. Model theoretic stability and definability of types, after A. Grothendieck. Europa, 2016 (frontera sur). Capilla de Kamppi / silencio. Casi no logro llegar al punto maravilloso. Línea 4 de Avenida Burnside a la Calle 86. Association for Symbolic Logic. Sociedad Colombiana de Matemáticas. Blog de cursos de Andrés Caicedo. Grupo de Lógica de Bogotá.

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Teaching blog | Andrés Caicedo

About myself – Contact info. August 22, 2012. I am merging this blog with andrescaicedo.wordpress.com. Where all teaching-related entries will be posted from now on. 305 – Projects. May 9, 2012. I asked my 305 students to write a short paper as a final project. I am posting them here, with their permission; it is my hope that people will find them useful. There are some very nice papers here. The 17 plane symmetry groups. By Samantha Burns, Courtney Fletcher, and Aubray Zell. The quaternions and octonions.

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