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Paul, Christopher A.H. - Department of Mathematics, University of Manchester
ISSN 1360-1725 Modelling and Analysis of Time-Lags
A Test Set of Functional Differential Equations C.A.H. Paul
ISSN 1360-1725 Designing Efficient Software for Solving
ISSN 1360--1725 Modelling and Analysis of TimeLags
UNIVERSITY OF MANCHESTER Developing a Delay Differential Equation
UNIVERSITY OF MANCHESTER A FORTRAN 77 Code for
A Test Set of Functional Differential Equations C.A.H. Paul
Issues in the Numerical Solution of Evolutionary Delay Differential Equations
ISSN 1360-1725 Mathematical Modelling Of The Interleukin-2
ISSN 1360-1725 The Treatment of Derivative Discontinuities in
ISSN 1360-1725 Differential Algebraic Equations with
ISSN 1360-1725 Pitfalls in Parameter Estimation for Delay
ISSN 1360-1725 Designing Ecient Software for Solving
A Short Note on Delay Effects in Cell Proliferation
Performance and Properties of a Class of Parallel Continuous Explicit Runge-Kutta Methods for
UNIVERSITY OF MANCHESTER Experience of STRIDE applied to delay
ISSN 1360-1725 A Short Note on Delay Effects in Cell
UNIVERSITY OF MANCHESTER Developing a Delay Differential Equation
UNIVERSITY OF MANCHESTER A FORTRAN 77 Code for
UNIVERSITY OF MANCHESTER Stability boundaries revisited -Runge-Kutta
UNIVERSITY OF MANCHESTER Explicit RungeKutta Methods for the Numerical
ISSN 1360-1725 A User-Guide to Archi
UNIVERSITY OF MANCHESTER Stability boundaries revisited RungeKutta
ISSN 1360-1725 A User-Guide to Archi
ISSN 1360-1725 Di erential Algebraic Equations with
ISSN 1360-1725 A Bibliography on the Numerical Solution of
ISSN 1360--1725 The Treatment of Derivative Discontinuities in
Performance and Properties of a Class of Parallel Continuous Explicit RungeKutta Methods for
UNIVERSITY OF MANCHESTER Experience of STRIDE applied to delay
UNIVERSITY OF MANCHESTER Explicit Runge-Kutta Methods for the Numerical
A Global Convergence Theorem for a Class of Parallel Continuous Explicit Runge-Kutta Methods
A Global Convergence Theorem for a Class of Parallel Continuous Explicit RungeKutta Methods
ISSN 1360--1725 Mathematical Modelling Of The Interleukin2
Issues in the Numerical Solution of Evolutionary Delay Differential Equations
A Bibliography on the Numerical Solution of Delay Differential Equations
Pitfalls in Parameter Estimation for Delay Differential Equations
UNIVERSITY OF MANCHESTER | A fast, efficient, very low storage, adaptive |