one may find out the application‎ ‎of mathematics in the areas of ecology‎, ‎biology‎, ‎environmental‎ ‎sciences etc‎. ‎mathematics is particulary used in the problem of‎ ‎predator-prey known as lotka-volterra predator-prey equations.‎ ‎indeed‎, ‎differential equations is employed very much in many areas‎ ‎of other sciences‎. ‎however‎, ‎most of natural problems involve some‎ ‎unknown functions...

B spreadsheets, modeling of business concerns required some competency in mathematics (algebra, calculus, statistics, and probability) and in computer programming, skills that are rather intimidating for the average business executive and management school student. However, the spreadsheet and the personal computer revolution challenged that paradigm. With its simple intuitive interface, direct...

The unconsciousness of a teacher in obtaining knowledge due to students can be known if the was notified when he student. A student has an essential role learning, and is responsible for supporting smooth learning. Students' problem-solving processes need found because each student's reasoning ideas solving problems are different. This study focuses on students' thinking using realistic mathema...

Hyers-Ulam-Rassias stability have been studied in the contexts of several areas of mathematics. The concept of fuzziness and its extensions have been introduced to almost all branches of mathematics in recent times.Here we define the cubic functional equation in 2-variables and establish that Hyers-Ulam-Rassias stability holds for such equations in intuitionistic fuzzy Banach spaces.

We review emerging strategies and progress toward modeling and simulation of 3D cell morphology and dynamics of a motile cell. We then describe our approach, based on phase field modeling, that is flexible enough to incorporate distinct substructures within a cell, how they physically interact, mobile and reacting chemical species, and chemical-mechanical transduction. We posit a modeling found...

Objective(s): The quantitative calculation of release data is more facil when mathematics come to help. mathematically modeling could aid optimizing and amending the delivery systems design. Aim of this study is to find out the isoniazid release kinetic. Methods: In this work degradable temperature sensitive dextran-hydroxy ethyl me...

We introduce and define the Ontology of Physics for Biology (OPB), a reference ontology of physical principles that bridges the gap between bioinformat-ics modeling of biological structures and the bio-simulation modeling of biological processes. Where-as modeling anatomical entities is relatively well-studied, representing the physics-based semantics of biosimulation and biological processes r...