Generalized Action Principle and Geometric Approach for superstrings and super-p-branes

TL;DR

This paper discusses a generalized action principle for super-p-branes, deriving a doubly supersymmetric geometric approach and exploring potential applications in superstring and super-brane theories.

Contribution

It introduces a generalized action for super-p-branes and derives a doubly supersymmetric geometric framework from it, advancing the theoretical understanding of superstring and super-brane dynamics.

Findings

Derived a doubly supersymmetric geometric approach from the generalized action.

Proposed potential applications of the geometric approach in superstring and super-brane theories.

Enhanced the theoretical framework for super-p-branes.

Abstract

In this short printed version of my talk I consider the generalized action for super-p-branes proposed previously in collaboration with D. Sorokin and Dmitrij V. Volkov. I describe briefly, the derivation doubly supersymmetric geometric approach from the generalized action and discuss one of the direction of its possible application.