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The cellular differentiation experiments show the necessity of qualitatively different kinds of basic field elements (i.e., singular and regular elements) to achieve sufficient flexibility to solve the differentiation problems satisfactorily.
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Ackermann et al. automatically transform SBML models of biochemical systems into CUDA code to solve the ordinary differentiation equations (ODE) for the system, thus allowing many parameters for those models to be explored in parallel [ 19].
Solving the two differentiation equations for and gives (25).
Expressions of the potential and kinetic energies are then introduced in a suitable finite element software that can perform an automatic differentiation to solve the problem.
In this paper, a tensor decomposition approach combined with Chebyshev spectral differentiation is presented to solve the high dimensional transient Fokker Planck equations (FPE) arising in the simulation of polymeric fluids via multi-bead-spring (MBS) model.
Hajipour and Malek [22] presented efficient high-order methods based on weighted essentially non-oscillatory (WENO) technique and backward differentiation formula (BDF) to solve the European and American put options of the Black Scholes equation.
To solve the PDE in time, the 2nd order backward differentiation formula (BDF2) with a time step size of 2.5 × 10−5 s was used.
Then solve the problem.
3) Solve the equation.
solve the issue.
Solve the mystery.
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