Microlocal Study of Lefschetz Fixed Point Formulas singular varieties. In particular, we generalize Kashiwara’s theory of characteristic cycles by introducing
Constant-roll inflation in f(T) teleparallel gravity with the current observational data, for a wide range of
values of the free parameters of the theory.
"Particle-like" singular solutions in Einstein-Maxwell theory and in algebraic dynamics of the latter, some (
singular) solution of the vacuum equations may be associated. We present some exact
Big bounce with finite-time singularity: The F (R) gravity description that the
singular bounce theory is unstable at the
singularity point for certain
values of the parameters. We also
Explicit forms of the Schwarz integral with applications for inverse boundary-value problems of logarithms we establish criteria for the appearance of
singular boundary points and circles in inverse
On Decomposition of Sub-definite Partial Boolean Functions of
decomposition of this functions including separating
decomposition. As a result we have method that
allows