On flux integrals for generalized Melvin solution related to simple finite-dimensional Lie algebra boundary conditions imposed. It was
conjectured earlier that these functions should be polynomials—the so
Toda p-brane black holes and polynomials related to Lie algebras functions H-
s for intersections related to semisimple Lie algebras is suggested. This
conjecture is proved
Black hole p-brane solutions for general intersection rules of the governing functions H_
s for intersections related to semisimple Lie algebras is suggested. This
conjecture Language conjecture in teaching Russian as foreignThe article describes peculiarities of language
conjecture and factors which help it's forming
Trans-Planckian Censorship and Spacetime SingularitiesWe study the effects of trans-Planckian censorship
conjecture (TCC) bounds on geodesic completeness