A numerical study is carried out of equations of motion for the classical Yang-Mills fields described by a nonstandard Arbuzov-Alekseev Lagrangian.doi:10.1007/BF00894220A. I. AlekseevA. S. VshivtsevV. K. Peres-FernandesKluwer Academic Publishers-Plenum PublishersSoviet Physics Journal...
We consider numerical methods for solving the fractional-in-space Allen–Cahn equation which contains small perturbation parameters and strong nonlinearity. A standard fully discretized scheme for this equation is considered, namely, using the conventional second-order Crank–Nicolson scheme in time and t...
Of coursein practice, rather than in a classroom, it might be very useful to reduce a complicated problem to the problem of inverting a Laplace transform. The latter problem may not be trivial, but it’s a standard problem. You could ask someone to solve the inversion problem who does not...
We propose an approach to learn effective evolution equations for large systems of interacting agents. This is demonstrated on two examples, a well-studied system of coupled normal form oscillators and a biologically motivated example of coupled Hodgkin-Huxley-like neurons. For such types of systems...
solve algebra problems sequences writing a mixed number as a percent ALGEBRATOR holt pre algebra chapter 11 study guide ecuation with formulas algebraic for 7 grade order of operations worksheet grade 6 logarithmic equations with radicals how to solve simple equations quadradic equation ...
SINGULARITIES (Mathematics)HYPERBOLIC differential equationsTHEORY of wave motionFINITE differencesFOURIER seriesDIFFERENCE operatorsNUMERICAL analysis... Petersson,N Anders,O'Reilly,... - 《Journal Ofutational Physics》 被引量: 11发表: 2016年 Quasi-Static Partial Element Equivalent Circuit Models of Linea...
Complex networks have been programmed to mimic the input and output functions in multiple biophysical algorithms of cortical neurons at spiking resolution. Prior research has demonstrated that the ineffectual features of membranes can be taken into accou
Little seems to be known about evaluating the stochastic stability of stochastic differential equations (SDEs) driven by fractional Brownian motion (fBm) via stochastic Lyapunov technique. The objective of this paper is to work with stochastic stability criterions for such systems. By defining a new...
Mathematics lies at the heart of engineering science and is very important for capturing and modeling of diverse processes. These processes may be naturall
difference-based techniques8,9and finite element method10have been used to solve the RDMs. Mittal and his co-author developed solved RDMs by modified cubic B-spline coupled with differential quadrature. Korkmaz et al.11investigated the motion of different patterns modeled by a special case of ...