Multiple integrals evaluated by functional equations
Multiple Laurent series and difference equations.
Multiple Laurent series and fundamental solutions of linear difference equations.
Multiple Lebesgue integration on time scales.
Multiple nonnegative solutions for BVPs of fourth-order difference equations.
Multiple periodic solutions for a discrete time model of plankton allelopathy.
Multiple periodic solutions for difference equations with double resonance at infinity.
Multiple periodic solutions of a discrete time predator-prey systems with type IV functional responses.
Multiple periodic solutions to nonlinear discrete Hamiltonian systems.
Multiple positive solutions in the sense of distributions of singular BVPs on time scales and an application to Emden-Fowler equations.
Multiple positive solutions of a nonlinear four-point singular boundary value problem with a -Laplacian operator on time scales.
Multiple positive solutions of singular discrete -Laplacian problems via variational methods.
Multiple solutions to a boundary value problem for an n-th order nonlinear difference equation.
Multiplications on the Space of Probability Distribution Functions. (Short Communication).
Multiplications on the Space of Probability Distribution Functions.
Multiplicative Cauchy functional equation and the equation of ratios on the Lorentz cone
It is proved that the solution of the multiplicative Cauchy functional equation on the Lorentz cone of dimension greater than two is a power function of the determinant. The equation is solved in full generality, i.e. no smoothness assumptions on the unknown function are imposed. Also the functional equation of ratios, of a similar nature, is solved in full generality.
Multiplicative Cauchy functional equation in the cone of positive-definite symmetric matrices
We solve the multiplicative Cauchy equation for real functions of symmetric positive definite matrices under the differentiability restriction. The specialty of the problem lies in the symmetry of the multiplication.
Multiplicative symmetry and related functional equations.
Multiplicity and uniqueness for a class of discrete fractional boundary value problems
The paper deals with a class of discrete fractional boundary value problems. We construct the corresponding Green's function, analyse it in detail and establish several of its key properties. Then, by using the fixed point index theory, the existence of multiple positive solutions is obtained, and the uniqueness of the solution is proved by a new theorem on an ordered metric space established by M. Jleli, et al. (2012).
Multiplikationen mit großen Automorphismengruppen.