68 research outputs found
Direct methods for the solution of systems of linear equations with sparse coefficient matrix and related topics Final report, 1 Dec. 1967 - 31 Aug. 1970
Deriving algorithms for computations involving sparse matrice
Sorting and ordering sparse linear systems
Transformations of sparse linear systems by row-column permutations are considered and various algorithms are constructed to transform arbitrary symmetric positive definite sparse matrices, as well as matrices in band form, doubly bordered band form, and doubly bordered block diagonal form
Product form of inverses of sparse matrices Progress report
Product form of inverses of sparse matrices - matrix algebra and linear programming code
On the Davidon-Fletcher-Powell method for function minimization
Improving computations in DFP method for function minimization using doubly relaxed generalized inverse of matri
The fire toxicity of polyurethane foams [Review]
Polyurethane is widely used, with its two major applications, soft furnishings and insulation, having low thermal inertia, and hence enhanced flammability. In addition to their flammability, polyurethanes form carbon monoxide, hydrogen cyanide and other toxic products on decomposition and combustion.
The chemistry of polyurethane foams and their thermal decomposition are discussed in order to assess the relationship between the chemical and physical composition of the foam and the toxic products generated during their decomposition. The toxic product generation during flaming combustion of polyurethane foams is reviewed, in order to relate the yields of toxic products and the overall fire toxicity to the fire conditions. The methods of assessment of fire toxicity are outlined in order to understand how the fire toxicity of polyurethane foams may be quantified. In particular, the ventilation condition has a critical effect on the yield of the two major asphyxiants, carbon monoxide and hydrogen cyanid
Solution of a system of simultaneous linear equations with a sparse coefficient matrix by elimination methods
On the use of splines for the numerical solution of nonlinear two-point boundary value problems
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