New Models for Veneziano Amplitudes: Combinatorial, Symplectic and Supersymmetric Aspects

TL;DR

This paper summarizes previous work on Veneziano amplitudes, highlighting combinatorial, symplectic, and supersymmetric aspects, making complex mathematical results accessible to physicists with traditional backgrounds.

Contribution

It consolidates and explains earlier results on Veneziano amplitudes, emphasizing combinatorial, symplectic, and supersymmetric perspectives for a broader physics audience.

Findings

Summarizes combinatorial structures of Veneziano amplitudes

Highlights symplectic and supersymmetric properties

Provides accessible explanations for physicists

Abstract

This paper is a short summary of already submitted papers hep-th/0410242 and hep-th/0502231. It provides a self contained description of earlier obtained results for physicists with traditional mathematical background.