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University of Manchester (UMIST)

1
John T. Edwards, Jason A. Roberts, and Neville J. Ford. A comparison of Adomian's decomposition method and Runge Kutta methods for approximate solution of some predator prey model equations. Numerical Analysis Report No. 309, University of Manchester (UMIST), October 1997.

2
Neville J. Ford, John T. Edwards, and Kurt Frischmuth. Qualitative behaviour of approximate solutions of some Volterra integral equations with non-Lipschitz nonlinearity. Numerical Analysis Report No. 310, University of Manchester (UMIST), October 1997.

3
Neville J. Ford, Christopher T. H. Baker, and Jason A. Roberts. Nonlinear Volterra integro-differential equations - stability and numerical stability of theta methods. Numerical Analysis Report No. 311, University of Manchester (UMIST), October 1997.

4
Neville J. Ford, John T. Edwards, Jason A. Roberts, and Leonid E. Shaikhet. Stability of a difference analogue for a nonlinear integro differential equation of convolution type. Numerical Analysis Report No. 312, University of Manchester (UMIST), October 1997.

5
Christopher T. H. Baker, Gennadii A. Bocharova, Christopher A. H. Paul, and Fathalla A. Rihan. Modelling and analysis of time-lags in cell proliferation. Numerical Analysis Report No. 313, University of Manchester (UMIST), November 1997.

6
Christopher T. H. Baker, Gennadii A. Bocharov, and Christopher A. H. Paul. Mathematical modelling of the interleukin-2 t-cell system: A comparative study of approaches based on ordinary and delay differential equations. Numerical Analysis Report No. 314, University of Manchester (UMIST), November 1997.


Tom Rowan
Tue Dec 16 18:13:57 EST 1997