activity
20132017
collaborators

6 papers

math.RT2017

Branching rules for the Weyl Groups of the Unitary and Orthogonal Lie Groups

Godofredo Iommi Amunategui

This note presents a procedure to determine the reduction of the irreducible and the induced characters of the symmetric group in terms of the irreducible and induced characters of…

math.HO2014

Symbolic Languages and Ars Combinatoria

Godofredo Iommi Amunategui

This article analyses some paragraphs of the Dissertatio de Arte Combinatoria (1666) where G.W. Leibniz considers the syntax of a language with a given number of primitive terms. W…

math.HO2013

On Lie Groups and The Theory of Complex Variables

Godofredo Iommi Amunategui

In this note we envisage the relation existing between the Lie Groups and the Theory of Complex Variables. In particular, it is shown that the dimensions of the irreducibles repres…

math.DS2013

Nelson Goodman's qualia and the Discrete Cat Mapping

Godofredo Iommi Amunategui

In The Structure of Appearance Nelson Goodman aims at describing the world as composed of individuals. He builds his system on phenomenal qualities or qualia. We propose a mathemat…

math.CO2013

An elementary non-recursive expression for the partition function P(n)

Godofredo Iommi Amunategui

Consideration of a classification of the number of partitions of a natural number according to the members of sub-partitions differing from unity leads to a non-recursive formula f…

math.CO2013

On Nelson Goodman's final formulae for Primary Complexity

Godofredo Iommi Amunategui

In the Structure of Appearance and in Problems and Projects, Nelson Goodman has constructed a theory of complexity whose elements are the predicates of a system. One of his main re…