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Wednesday, 22 September 2010. Orbits of Finite Fields. This required the following type:. Data Arith = Matrix [Arith] MatrixRow [Arith] Mul FiniteField Int Power FiniteField Int Num Int. Deriving (Show, Read, Eq, Ord). Data FiniteField = PrimEl Int. Deriving (Show, Read, Eq, Ord). Instance OMData Arith where. ToOM (Matrix rows) = OM "OMA" [] (concat (matrixOMS : map (writeOMObj . toOM) rows). ToOM (MatrixRow ariths) = OM "OMA" [] (concat (matrixRowOMS : map (writeOMObj . toOM) ariths). IsMatrixSym lSym =...

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Research Blog | haskellresearchblog.blogspot.com Reviews
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Wednesday, 22 September 2010. Orbits of Finite Fields. This required the following type:. Data Arith = Matrix [Arith] MatrixRow [Arith] Mul FiniteField Int Power FiniteField Int Num Int. Deriving (Show, Read, Eq, Ord). Data FiniteField = PrimEl Int. Deriving (Show, Read, Eq, Ord). Instance OMData Arith where. ToOM (Matrix rows) = OM OMA [] (concat (matrixOMS : map (writeOMObj . toOM) rows). ToOM (MatrixRow ariths) = OM OMA [] (concat (matrixRowOMS : map (writeOMObj . toOM) ariths). IsMatrixSym lSym =...
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Research Blog | haskellresearchblog.blogspot.com Reviews

https://haskellresearchblog.blogspot.com

Wednesday, 22 September 2010. Orbits of Finite Fields. This required the following type:. Data Arith = Matrix [Arith] MatrixRow [Arith] Mul FiniteField Int Power FiniteField Int Num Int. Deriving (Show, Read, Eq, Ord). Data FiniteField = PrimEl Int. Deriving (Show, Read, Eq, Ord). Instance OMData Arith where. ToOM (Matrix rows) = OM "OMA" [] (concat (matrixOMS : map (writeOMObj . toOM) rows). ToOM (MatrixRow ariths) = OM "OMA" [] (concat (matrixRowOMS : map (writeOMObj . toOM) ariths). IsMatrixSym lSym =...

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haskellresearchblog.blogspot.com haskellresearchblog.blogspot.com
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Research Blog: Orbits of Finite Fields

http://haskellresearchblog.blogspot.com/2010/09/orbits-of-finite-fields.html

Wednesday, 22 September 2010. Orbits of Finite Fields. This required the following type:. Data Arith = Matrix [Arith] MatrixRow [Arith] Mul FiniteField Int Power FiniteField Int Num Int. Deriving (Show, Read, Eq, Ord). Data FiniteField = PrimEl Int. Deriving (Show, Read, Eq, Ord). Instance OMData Arith where. ToOM (Matrix rows) = OM "OMA" [] (concat (matrixOMS : map (writeOMObj . toOM) rows). ToOM (MatrixRow ariths) = OM "OMA" [] (concat (matrixRowOMS : map (writeOMObj . toOM) ariths). IsMatrixSym lSym =...

2

Research Blog: Some CA Skeletons

http://haskellresearchblog.blogspot.com/2010/09/some-ca-skeletons.html

Thursday, 9 September 2010. I've been thinking recently about which new skeletons we should be adding to SymGrid-Par. I'd also really like to move away from the Orbit work and get stuck into writing a number of skeletons. Once I have the finite-field example for the Orbit I will work on implementing a skeleton to remove duplicates. Elimination of duplicates is potentially interesting, and I think that may be a good move in the learning process. Remove isomorphic copies of objects from the given list.

3

Research Blog: A HaRe Nirvana

http://haskellresearchblog.blogspot.com/2010/07/hare-nirvana.html

Thursday, 8 July 2010. I have recently put HaRe up onto Hackage; a project that has been put off for many months. It's finally there, and it can be found here:. Http:/ hackage.haskell.org/package/HaRe-0.6.0.1. It deeply saddens me that HaRe is merely restricted to Haskell 98. Although 98 is the de jure. Standard for Haskell, few people use it. We need a way to get HaRe to work over the de facto. A interesting choice was haskell-src-exts-annotated. But that doesn't have static semantics or a token str...

4

Research Blog: A To Do List

http://haskellresearchblog.blogspot.com/2010/08/to-do-list.html

Tuesday, 10 August 2010. A To Do List. Once I get back from IFL, I need to do several things in order of priority. The first is to complete my Orbit with the Gap SGP calls. Although I will have more time this week to look more into this (I have a suspicion as to what's causing the diverging). We need to get the orbit working with some nice CA problems for the project. I'm slightly conscious of the amount of time available, and also the fact that I need to also think about publications as well.

5

Research Blog: Adding a skeleton to SymGrid-Par

http://haskellresearchblog.blogspot.com/2010/07/adding-skeleton-to-symgrid-par.html

Friday, 16 July 2010. Adding a skeleton to SymGrid-Par. Integrating the Orbit requires us to modify several files:. A Haskell implementation acting as the client to the server;. The CoordServer, implementing Haskell;. The Computation Algebra skeletons, currently implemented in Haskell;. A library of 'Web Services' available for the CoordServer;. A Gap implementation of various mathematical computations, typically called from the skeletons. First, we add our skeleton to CA Skeletons.hs. F' = fromOM f.

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Wednesday, 22 September 2010. Orbits of Finite Fields. This required the following type:. Data Arith = Matrix [Arith] MatrixRow [Arith] Mul FiniteField Int Power FiniteField Int Num Int. Deriving (Show, Read, Eq, Ord). Data FiniteField = PrimEl Int. Deriving (Show, Read, Eq, Ord). Instance OMData Arith where. ToOM (Matrix rows) = OM "OMA" [] (concat (matrixOMS : map (writeOMObj . toOM) rows). ToOM (MatrixRow ariths) = OM "OMA" [] (concat (matrixRowOMS : map (writeOMObj . toOM) ariths). IsMatrixSym lSym =...

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