Acceleration of Runge-Kutta integration schemes.
Accumulation of global error in Lie group methods for linear ordinary differential equations.
Accuracy and Stability of Multistage Multistep Formulas.
Adams Methods for Neutral Functional Differential Equations.
Algorithm 47. Solution of a first-order non-linear differential equation in Chebyshev series
Algorithm 87. A procedure realizing a fourth order one-step method for solving a system of ordinary differential equations
Algorithm 89. A procedure realizing a fourth order one-step method for solving a system of ordinary differential equations of the form y''=f(x,y,y')
Algorithm 90. A procedure realizing a second order one-step method solving a system of ordinary differential equations
Algorithms 85-86. Two realizations of the trapezoidal method for solving the initial value problem
Algorithms 91-92. Two one-step methods with a given parameter
Algorithms for the inclusion of solutions of ordinary initial value problems
An Algebraic Characterization of B-convergent Runge-Kutta Methods.
An algorithm for model reduction in large electric power systems.
An algorithm for the numerical solution of differential equations of fractional order.
An analytic proof of numerical stability of Gaussian collocation for delay differential
In questo articolo si investigano le proprietà di stabilità asintotica dei metodi numerici per equazioni differenziali con ritardo, prendendo in esame l'equazione test: dove , , e è una funzione a valori reali e continua. In particolare, viene analizzata la dipendenza dal ritardo della stabilità numerica dei metodi di collocazione Gaussiana. Nel recente lavoro [GH99], la stabilità di questi metodi è stata dimostrata facendo uso di un approccio geometrico, basato sul legame tra la proprietà...
An Approximation Theorem for Second-Order Evolution Equations.
An efficient generalization of the Rush--Larsen method for solving electro-physiology membrane equations.
An efficient zero-stable numerical method for fourth-order differential equations.
An exponentially fitted method for singularly perturbed delay differential equations.
An Extension of the ...2 Procedure.