On Lagrange duality theory for dynamics vaccination gamesThe authors study an
infinite dimensional duality theory finalized to obtain the existence of a
The infinite-dimensional linear programming problems and their approximation. The possibility of approximating of these problems by finite-
dimensional problems is discussed. © 2012 Nova
Exceptional field theory: SO(5,5) of the
theory depend on the complete extended spacetime. The U-
duality group SO(5, 5) is made a geometric
Exceptional field theory: SO(5,5) of the
theory depend on the complete extended spacetime. The U-
duality group SO(5, 5) is made a geometric
Lagrange principle in quadratic optimal control problems with infinite horizonWe consider a quadratic optimal control problem on an
infinite time interval with integral
Symmetries and first integrals in the mechanics of infinite-dimensional systems of these equations. The first integrals of the equations of motion for
infinite-dimensional systems acquire numerous
Convergence and stability analysis of kolmogorov system solutions in infinite-dimensional space on the distribution of differential equation qualitative
theory in
infinite-dimensional spaces on Kolmogorov's systems
Convergence and stability analysis of kolmogorov system solutions in infinite-dimensional space on the distribution of differential equation qualitative
theory in
infinite-dimensional spaces on Kolmogorov's systems
Partition of a unity on infinite-dimensional manifold of the Lipschiz class LipkPartition of a unity on
infinite-dimensional manifold of the Lipschiz class Lip
k