My research work has centred around Kron's Method of Tearing, a technique for splitting up physical problems into subproblems, solving each individual subproblem and then recombining to give an exact overall solution. The technique is efficient on sequential computers, but is particularly so on parallel architectures, as I demonstrated in my paper on Transputer arrays.
Topology naturally arises out of data and is defined by statistical correlations.
In general a boundary is a basis for its interior. I am currently looking at Clifford algebras in the context of the above. This paper was presented at the Liverpool University Microprocessor Workshop, Sept 1979. Bowden K, On Inverse Suboptimal Control, Matrix and Tensor Quarterly, Sept 1981. Bowden K, A Direct Solution of the Discretised Form of Laplace's Equation, Matrix and Tensor Quarterly, March 1982. 5.