Extends theory of indefinite Hardy spaces to ramified coverings of bordered Riemann surfaces, proving isometric isomorphism of Hardy-Kreĭn spaces and covariant functoriality under spin-compatibility and boundary conditions.
Nonabelian Toda equations associated with classical Lie groups
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
abstract
The grading operators for all nonequivalent Z-gradations of classical Lie algebras are represented in the explicit block matrix form. The explicit form of the corresponding nonabelian Toda equations is given.
years
2026 2representative citing papers
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Hardy spaces on Riemann surfaces under ramified coverings
Extends theory of indefinite Hardy spaces to ramified coverings of bordered Riemann surfaces, proving isometric isomorphism of Hardy-Kreĭn spaces and covariant functoriality under spin-compatibility and boundary conditions.
- Topological invariant responsible for the integer QHE and non-commutative geometry