2019arXiv (Cornell University)Open access

Functional analysis of canonical wave-packets on real reductive groups

Olufemi O. Oyadare

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Abstract

This paper revisits the study of canonical wave-packets on a real reductive groups, sequel to its construction in a recent manuscript of Oyadare. Among other results, we prove some decompositions of the Schwartz-type algebras using the canonical wave-packets.

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This paper revisits the study of canonical wave-packets on a real reductive groups, sequel to its construction in a recent manuscript of Oyadare. Among other results, we prove some decompositions of the Schwartz-type algebras using the canonical wave-packets.

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This paper revisits the study of canonical wave-packets on a real reductive groups, sequel to its construction in a recent manuscript of Oyadare. Among other results, we prove some decompositions of the Schwartz-type algebras using the canonical wave-packets.

Key concepts: Wave packet, Network packet, Non canonical, Type (biology), Mathematics, Computer science, Pure mathematics, Physics

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