New Approcah For Assessing Whirling Process Parameters By Computing Equations

A New Method for Computing Determinants By Reducing The Orders By Two

In this paper we will present a new method to calculate determinants of square matrices. The method is based on the Chio-Dodgson's condensation formula and our approach automatically affects in reducing the order of determinants by two. Also, using the Chio's condensation method we present an inductive proof of Dodgson's determinantal identity.

A New Algorithm for Computing Process Flexibility

In the design of a chemical process (CP), certain design specifications (for example those related to process economics, process performance, safety, and the environment) must be satisfied. During the operation of the plant, since design models have uncertainties associated with them, we need to ensure that within the region of uncertainty, all design specifications are satisfied. In recent yea...

New family of Two-Parameters Iterative Methods for Non-Linear Equations with Fourth-Order Convergence

A new circuit model for the Parameters in equations of low power Hodgkin-Huxley neuron cell

In this paper, α and β parameters and gating variables equations of Hodgkin-Huxley neuron cell have been studied. Gating variables show opening and closing rate of ion flow of calcium and potassium in neuron cell. Variable functions α and β, are exponential functions in terms of u potential that have been obtained by Hodgkin and Huxley experimentally to adjust the equations of neural cells. In ...

A New Branching Process Representation for Nonlinear Differential Equations

We study certain generalizations of the probabilistic representation for nonlinear equations given by Le Jan and Sznitman in their work on 3-d Navier-Stokes equations. In a very general setting, solutions of bilinear or multilinear equations can be produced by branching processes, nevertheless this fails if initial datas are not small. So a new resummed representation that achieves actually bet...