On Some Nonlinear Integral Equation in the (Super)String Theory

Abstract

In this work some nonlinear integral equation is studied. This equation has arisen in the (super)string field theory and cosmology. In this work it is proved that some boundary problem for this equation has a solution.

Cited by in corpus (12)

• p-Adic Mathematical Physics
• Nonlocal and quasi-local field theories
• Bouncing and Accelerating Solutions in Nonlocal Stringy Models
• Large Nongaussianity from Nonlocal Inflation
• Dynamics in Nonlocal Cosmological Models Derived from String Field Theory
• Non-local SFT Tachyon and Cosmology
• Thermodynamics and Cosmological Constant of Non-Local Field Theories from p-Adic Strings
• Cosmological Daemon
• Dynamics with Infinitely Many Time Derivatives in Friedmann-Robertson-Walker Background and Rolling Tachyon
• Kinks of open superstring field theory
• Thermodynamics of String Field Theory Motivated Nonlocal Models
• Pure Gauge Configurations and Tachyon Solutions to String Field Theories Equations of Motion