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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 SSymYSym 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

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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 SSymYSym 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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This web page haskellformaths.blogspot.com states the following, "CHAs V More Hopf Algebra morphisms." We saw that the webpage said " We looked at the descending tree morphism between the combinatorial Hopf algebras SSym." It also said " 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 SSymYSym 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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