Contributors
		Eigenvalue problems, J.H. Wilkinson
	2.	Numerical linear algebra in statistical computing,
		N.J. Higham and G.W. Stewart		41
		Sparse matrices, J.K. Reid		59
	4.	Multivariate approximation, Carl de Boor

Data approximation by splines in one and two independent variables, M.G. Cox
	6.	Methods for best approximation and regression
		problems, G.A. Watson		139
	7.	Branch cuts for complex elementary functions,
		W.	Kahan	165
	8.	Recent developments in linear and quadratic
		programming, R. Fletcher		213
		Solving systems of nonlinear equations by tensor
		methods, R.B. Schnabel and P.D. Frank		245
	10.	Numerical methods for bifurcation problems,
		A.D. Jepson and A. Spence		273

On the iterative solution of differential and integral equations using secant updating techniques, A. Griewank 299
	12.	Methods for nonlinear constraints in optimization
		calculations, M.J.D. Powell		325
	13.	The influence of vector and parallel processors on
		numerical analysis, I.S. Duff		359
	14.	Developments in stability theory for ordinary
		differential equations, J.D. Lambert		409
	15.	Stiff ODE initial value problems and their solution,
		A.B. Curtis		433
	16.	Order stars and stability, G. Wanner		451
	17.	The state of the art in the numerical treatment of
		integral equations, C.T.H. Baker		473

	18.	Strongly elliptic boundary integral equations,
		W.L. Wendland	511
	19.	Collocation methods for one—dimensional Fredholm
		and Volterra integral equations, H. Brunner	563
	20.	Numerical methods for free and moving boundary
		problems, C.W. Cryer	60]
	2].	Multigrid methods for elliptic equations,
		J.	Walsh	623
	22.	Galerkin finite element methods and their
		generalizations, K . W. Morton	645

23.	Recent developments in the numerical solution of nonlinear conservation laws, S. Osher and P.K. Sweby

Index