Cornelie Mitcha Malanda

collaborators

2 papers

math.FA2026

A family of generalized Gelfand pairs attached to $3$ -step nilpotent Lie groups

Mai Katada, Cornelie Mitcha Malanda

It is well known that if $(K ⋉ N, K)$ is a Gelfand pair with $N$ a nilpotent Lie group and $K$ a compact subgroup of the automorphism group of $N$ , then $N$ is at most $2$ -ste…

math.CA2024

Characterization of the Gelfand pair: Quasi Gelfand pair

Cornelie Mitcha Malanda

Let G be a locally compact group and let K be a compact subgroup of Aut(G), the group of automorphisms of G. The pair $(G, K)$ is a Gelfand pair if the algebra $L_{K}^{1} (G)$ of K…

A family of generalized Gelfand pairs attached to 3-step nilpotent Lie groups

Characterization of the Gelfand pair: Quasi Gelfand pair

A family of generalized Gelfand pairs attached to $3$ -step nilpotent Lie groups