Tom Lada
A Finite Dimensional $A_{\infty}$ Algebra Example.
Mon, 11/01/2010 - 16:01 — SomNambulAuthors: Tom Lada, Michael P. Allocca
Subjects: Algebraic Topology
AbstractWe construct an example of an $A_{\infty}$ algebra structure defined over a
finite dimensional graded vector space.Examples of Homotopy Lie Algebras.
Fri, 09/18/2009 - 11:36 — SomNambulAuthors: Klaus Bering, Tom Lada
Subjects: Quantum Algebra
AbstractWe look at two examples of homotopy Lie algebras (also known as L_{\infty}
algebras) in detail from two points of view. We will exhibit the algebraic
point of view in which the generalized Jacobi expressions are verified by using
degree arguments and combinatorics. A second approach using the nilpotency of
Grassmann-odd differential operators \Delta to verify the homotopy Lie data is
shown to produce the same results.Examples of Homotopy Lie Algebras.
Fri, 09/18/2009 - 11:36 — SomNambulAuthors: Klaus Bering, Tom Lada
Subjects: Quantum Algebra
AbstractWe look at two examples of homotopy Lie algebras (also known as L_{\infty}
algebras) in detail from two points of view. We will exhibit the algebraic
point of view in which the generalized Jacobi expressions are verified by using
degree arguments and combinatorics. A second approach using the nilpotency of
Grassmann-odd differential operators \Delta to verify the homotopy Lie data is
shown to produce the same results.
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