For the first time in book form, Analytical Methods for Markov Semigroups provides a
comprehensive analysis on Markov semigroups both in spaces of bounded and continuous …

We consider stationary viscous mean-field games (MFG) systems in the case of local,
decreasing and unbounded coupling. These systems arise in ergodic MFG theory and …

We consider second-order ergodic Mean-Field Games systems in the whole space RN with
coercive potential and aggregating nonlocal coupling, defined in terms of a Riesz interaction …

The second edition of this book has a new title that more accurately reflects the table of
contents. Over the past few years, many new results have been proven in the field of partial …

This paper studies a maximal L q-regularity property for nonlinear elliptic equations of
second order with a zeroth order term and gradient nonlinearities having superlinear and …

We consider two Itô equations that evolve on different time scales. The equations are fully
coupled in the sense that all of the coefficients may depend on both the “slow” and the “fast” …

We address the variational formulation of the risk-sensitive reward problem for
nondegenerate diffusions on R^d controlled through the drift. We establish a variational …

We estimate distances between stationary solutions to Fokker–Planck–Kolmogorov
equations with different diffusion and drift coefficients. To this end we study the Poisson …

Доказываются глобальная регулярность в соболевских пространствах и поточечные
верхние оценки для переходных плотностей, ассоциированных с …

We provide the existence of classical solutions to stationary mean-field game systems in the
whole space ℝ N, with coercive potential and aggregating local coupling, under general …