A continuous multi-locus model describing the evolution of a large population of a diploid
organism is studied. It is assumed that only the forces of natural selection and recombination …

We use a simple yet Earth-like hemispheric atmospheric model to propose a new framework
for the mathematical properties of blocking events. Using finite-time Lyapunov exponents, …

We present a mathematical model that integrates geochemical and geomorphic processes
responsible for soils' elemental and mineralogical evolution on diverse landforms: eroding to …

… This article presents a new mathematical framework for rod theory that allows overcoming
this difficulty in the case of slender structures that grow both in length and diameter like tree …

… In this paper, we develop a new mathematical framework for vulnerability in order to clearly
identify various sources of nonlinearity and incommensurability in vulnerability assessments. …

A new approach for the optimal design of superstructures in chemical engineering is proposed
in this study. Contrary to most of the optimization techniques established in the literature, …

A theorem, giving necessary and sufficient condition for naked singularity formation in
spherically symmetric non-static spacetimes under hypotheses of physical acceptability, is …

We present a computational framework for stability analysis of systems of coupled linear
Partial-Differential Equations (PDEs). The class of PDE systems considered in this paper …

… This paper proposes a new mathematical framework based on an asymmetric relation
matrix constructed in a bottom-up approach for modeling and analyzing interdependencies of …

A New Mathematical Framework for the Balance Sheet Dynamic Modeling … A New
Mathematical Framework for the Balance Sheet Dynamic Modeling … As a matter of fact one of …