Space-wave function duality and enhanced dKdV on a Riemann surface

Abstract

For certain situations relations are indicated between the space-wave function duality of Faraggi-Matone, enhanced dispersionless KdV, and Whitham dynamics for appropriate hyperelliptic Riemann surfaces related to Seiberg-Witten theory. This paper gives refinements of hep-th/9702138 and some new ideas.

Latex 33 pages

References in corpus (1)

• A Statistical Interpretation of Space and Classical-Quantum duality

Cited by in corpus (6)

• The Equivalence Postulate of Quantum Mechanics
• Equivalence Principle, Higher Dimensional Moebius Group and the Hidden Antisymmetric Tensor of Quantum Mechanics
• Quantum Transformations
• The Equivalence Principle of Quantum Mechanics: Uniqueness Theorem
• Seiberg--Witten Duality in Dijkgraaf--Vafa Theory
• On the quantum potential