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Binding polynomial in molecular self-assemblyIn the present work the concept of a binding polynomial is revisited for the most widely used case

ON ZERO COUPON BOND PRICE IN DIFFUSION INTEREST RATE MODEL WITH POLYNOMIAL BROWNIAN BRIDGE stochastic differential equation of polynomial brownian bridge. In brownian bridge model the initial

ALGEBRAIC DYNAMICS ON A SINGLE WORLDLINE: VIETA FORMULAS AND CONSERVATION LAWS “unique” worldline implicitly, by a system of nonlinear polynomial equations containing a time

Numerical Algorithm for Design of Stability Polynomials for the First Order MethodsThe algorithm for coefficients determination for stability polynomials of degree up to m = 35

Direct realization of the pseudospectral method of calculating waveguide mode such devices is much higher. The mathematical model of light propagation in a waveguide is described by Maxwell

Application of the Chebyshev collocation method to solve boundary value problems of heat conduction in the form of an expansion in Chebyshev polynomials of the 1st kind on Gauss–Lobatto grids, which allows

Piecewise Polynomial Models for Aggregation and Regression Analysis in Remote Sensing of the Earth Problems data. It is proposed to use piecewise polynomial models, including spline aggregate functions. We show

Reconstruction of the velocities and pressures for a viscous fluid in a hollow cylinder for problems of piping, for example, for modelling a blood flow in a vessel with a fibrin on its inner surface

Scheduling incompatible tasks on two machines mathematical model for some batching problems in which the jobs are grouped in pairs on two machines. A linear

In Memory of Vladimir Gerdtpolynomial computer algebra methods

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