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Haskell for Maths

Sunday, 10 June 2012. CHAs V: More Hopf Algebra morphisms. We looked at the descending tree morphism between the combinatorial Hopf algebras SSym. With fundamental bases consisting of (indexed by) permutations and binary trees respectively. We previously also looked at a Hopf algebra QSym. With a basis consisting of compositions. There are also morphisms between SSym/YSym and QSym. However, before we look at these, we need to look at an alternative basis for QSym. We could have achieved this in other way...

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Haskell for Maths | haskellformaths.blogspot.com Reviews
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Sunday, 10 June 2012. CHAs V: More Hopf Algebra morphisms. We looked at the descending tree morphism between the combinatorial Hopf algebras SSym. With fundamental bases consisting of (indexed by) permutations and binary trees respectively. We previously also looked at a Hopf algebra QSym. With a basis consisting of compositions. There are also morphisms between SSym/YSym and QSym. However, before we look at these, we need to look at an alternative basis for QSym. We could have achieved this in other way...
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1 haskell for maths
2 last time
3 and ysym
4 for example
5 posted by
6 davida
7 no comments
8 ssym
9 ysym
10 qsym
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haskell for maths,last time,and ysym,for example,posted by,davida,no comments,ssym,ysym,qsym,thus,true,what about comult,compositions 4,comult = deconcatenations,mult = quasi shuffles,case 1,case 2,case 3,just to check,let's just check,or is it,hence,ghci
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Haskell for Maths | haskellformaths.blogspot.com Reviews

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Sunday, 10 June 2012. CHAs V: More Hopf Algebra morphisms. We looked at the descending tree morphism between the combinatorial Hopf algebras SSym. With fundamental bases consisting of (indexed by) permutations and binary trees respectively. We previously also looked at a Hopf algebra QSym. With a basis consisting of compositions. There are also morphisms between SSym/YSym and QSym. However, before we look at these, we need to look at an alternative basis for QSym. We could have achieved this in other way...

INTERNAL PAGES

haskellformaths.blogspot.com haskellformaths.blogspot.com
1

Haskell for Maths: What is an Algebra?

http://haskellformaths.blogspot.com/2011/04/what-is-algebra.html

Saturday, 16 April 2011. What is an Algebra? Over the last few months, we've spent somewhat longer than I originally expected looking at vector spaces, direct sums and tensor products. I hope you haven't forgotten that the reason we were doing this is because we want to look at quantum algebra, and "quantum groups". What are quantum groups? Well, one thing they are is algebras - so the next thing we need to do is define algebras. I) A is an additive group (this is required by both vector spaces and rings).

2

Haskell for Maths: What is a Hopf algebra?

http://haskellformaths.blogspot.com/2012/03/what-is-hopf-algebra.html

Saturday, 3 March 2012. What is a Hopf algebra? A while ago I looked at the concepts of an algebra. Some concepts in mathematics have an obvious motivation at the outset: groups arise from thinking about (eg geometric) symmetry, (normed) vector spaces are a representation of physical space. (Both concepts turn out to have a usefulness that goes far beyond the initial intuitive motivation.) With Hopf algebras this doesn't really appear to be the case. They have some interesting applications. I'm inter...

3

Haskell for Maths: June 2012

http://haskellformaths.blogspot.com/2012_06_01_archive.html

Sunday, 10 June 2012. CHAs V: More Hopf Algebra morphisms. We looked at the descending tree morphism between the combinatorial Hopf algebras SSym. With fundamental bases consisting of (indexed by) permutations and binary trees respectively. We previously also looked at a Hopf algebra QSym. With a basis consisting of compositions. There are also morphisms between SSym/YSym and QSym. However, before we look at these, we need to look at an alternative basis for QSym. We could have achieved this in other way...

4

Haskell for Maths: What is a Coalgebra?

http://haskellformaths.blogspot.com/2011/04/what-is-coalgebra.html

Saturday, 23 April 2011. What is a Coalgebra? We saw how to define an algebra structure on a vector space, in terms of category theory. I think perhaps some readers wondered what we gained by using category theory. The answer may be: not much, yet. However, in due course, we would like to understand the connection between quantum algebra and knot theory, and for that, category theory is essential. This week, I want to look at coalgebras. We already saw, in the case of products and coproducts. Unit : k - A.

5

Haskell for Maths: April 2012

http://haskellformaths.blogspot.com/2012_04_01_archive.html

Monday, 30 April 2012. CHAs IV: Hopf Algebra Morphisms. In the last few posts, we've been looking at combinatorial Hopf algebras, specifically:. A Hopf algebra with a basis of (indexed by) permutations. With a basis of binary trees. With a basis of compositions. It turns out that these three Hopf algebras are quite closely related (and indeed, there are a few others in the same "family"). Let's start with SSym and YSym. Split the permutation as p = ls [n] rs. Here's the Haskell code:. Now you'll recall t...

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My progress bar: March 2013

http://angel-de-vicente.blogspot.com/2013_03_01_archive.html

Random musings about my work and hobbies (High Performance Computing, Music Software, Classical Guitar, Flying Simulators, Swimming,.). Tuesday, 19 March 2013. Settings for recording classical guitar. A few days after I wrote Settings for recording a guitar performance. I got a new computer, so those settings don't work anymore, so let's write here my present settings for recording my classical guitar in my Dell Latitude E6530, running Xubuntu 12.10. Input Devices: "Internal Microphone". Create two title...

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My progress bar: December 2013

http://angel-de-vicente.blogspot.com/2013_12_01_archive.html

Random musings about my work and hobbies (High Performance Computing, Music Software, Classical Guitar, Flying Simulators, Swimming,.). Sunday, 1 December 2013. Introduction to Music Production (Coursera). I just finished another course at Coursera. Introduction to Music Production by Loudon Stearns of Berklee College of Music. Typical recording signal flow using your own equipment". Efficiently create a compile from multiple audio recordings in your DAW.". On a synthesizer of your choice demonstrate the...

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My progress bar: May 2013

http://angel-de-vicente.blogspot.com/2013_05_01_archive.html

Random musings about my work and hobbies (High Performance Computing, Music Software, Classical Guitar, Flying Simulators, Swimming,.). Tuesday, 7 May 2013. Classical guitar progress logging (May'13). For this month I'm playing Amor Flamengo, by Laurindo Almeida. I think it is the first time that I play something non-classical. Should work on getting it a bit faster and with more rhythm, but here it is what I get so far:. Amor Flamengo, by Laurindo Almeida. From Angel de Vicente. Links to this post.

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My progress bar: February 2015

http://angel-de-vicente.blogspot.com/2015_02_01_archive.html

Random musings about my work and hobbies (High Performance Computing, Music Software, Classical Guitar, Flying Simulators, Swimming,.). Thursday, 12 February 2015. Classical guitar progress logging (Feb'15). With many obvious mistakes. plenty to improve yet, but I want to move on. (This time I did found the webcam, but synchronizing audio and video is really tough sometimes.) :. Links to this post. Subscribe to: Posts (Atom). View my complete profile. Linux Ubuntu LiveCD LiveUSB. The Classical Guitar Blog.

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「ひ」と「し」 | 0909

https://azumih.wordpress.com/2012/07/19/「ひ」と「し」

Und sofort ins unendliche. Least Square Fitting of… (1). Slavoj Žižek: 1st half of 2012 →. July 19, 2012. ひいては と言いたかったであろうときに、 しいては といってしまうやつ。 敷衍してみると てな意味で ひいては と言うのは普通と感じるのですが、 しいては てもともとなんなんだ 言い間違いじゃなくてそんなふうな言いまわしってのはむかしからあるんだろうか 聞いたことねえな。 ええ、 いやがってるんだから強いて まで はやらせんです てのはありますが。 しいては と、 、 やっぱりかなりかなり気持ちが悪かったです。 Mon Jul 23 02:03:47 JST 2012 改訂. View all posts by azumih →. This entry was posted in Uncategorized. Least Square Fitting of… (1). Slavoj Žižek: 1st half of 2012 →. Leave a Reply Cancel reply.

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Slavoj Žižek: 2nd half of 2013 | 0909

https://azumih.wordpress.com/2014/02/19/slavoj-zizek-2nd-half-of-2013

Und sofort ins unendliche. Slavoj Žižek: 1st half of 2013. Slavoj Žižek: 1st half of 2014 →. Slavoj Žižek: 2nd half of 2013. February 19, 2014. Talkin’ ’bout an ethical revolution: Money, morals and movements of change. Tuesday, July 2, 2013 CBC. Slavoj Žižek on The Act of Killing and the modern trend of privatising public space. 12 JULY 2013 7:07 NewStatesman. Kino ist, wenn der Vater mit dem Sohn schläft. Die Welt 15.07.13. London Critical Theory Summer School 2013 Friday Debate II. Slavoj Žižek on BBC...

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continuations | Melding Monads

https://blog.melding-monads.com/category/continuations

Iteratees and a (very) Minimal Model of Shared-State Concurrency. 8212; lpsmith @ 6:26 pm. In May, I gave a brief presentation to the Chicago Haskell User’s Group on modelling shared-state concurrency in a purely functional way without using the IO or STM monads. You can download a copy of the slides and Haskell source files. The slides may be of particular interest to those who are baffled by the continuation monad but are comfortable with the state monad. Pseudo-code below, with local variables. Takes ...

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time | Melding Monads

https://blog.melding-monads.com/category/time

A Brief History of Timekeeping, Part 1: Dates on the Western Calendars. 8212; Tags: Gregorian Calendar. 8212; lpsmith @ 8:13 pm. Time is simple and well understood, right? Unfortunately, not so much. Although the Western Calendar has become the. Standard over most the world, mapping a Western date to a precise day has some complicated and even ambiguous edge cases. Julius Caesar introduced the Julian Calendar. One might ask,. The Julian Calendar was essentially version 1.0 of the Western Calendar, an...

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Announcing snaplet-postgresql-simple-0.6 | Melding Monads

https://blog.melding-monads.com/2015/02/12/announcing-snaplet-postgresql-simple-0-6

8212; lpsmith @ 12:16 pm. In the past, I’ve said some negative things. About Doug Beardsley’s. And in this long overdue post, I retract my criticism. At Hac Phi 2014, Doug and I finally sat down and got serious about fixing this issue. The fix did require breaking the interface in a fairly minimal fashion. Operators that will exclusively reserve a single connection for a duration, and in turn uses. We were both amused by the fact that apparently a fair number of people have been using. Transactions allow...

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Haskell for Maths

Sunday, 10 June 2012. CHAs V: More Hopf Algebra morphisms. We looked at the descending tree morphism between the combinatorial Hopf algebras SSym. With fundamental bases consisting of (indexed by) permutations and binary trees respectively. We previously also looked at a Hopf algebra QSym. With a basis consisting of compositions. There are also morphisms between SSym/YSym and QSym. However, before we look at these, we need to look at an alternative basis for QSym. We could have achieved this in other way...

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Haskell Furniture and Flooring - Cody, Wyoming

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