Introduction to matrix generalized inverses and their applications
Inverse matrices applied to analysis and minimization of systems of linear equations
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Inverse matrices applied to analysis and minimization of systems of linear equations
Controlling time variable nonlinear multivariable systems using Lipunous direct method
First order iteration process for solutions of simultaneous equations
Mathematical model for beam and plate vibration in bending modes using lumped parameters
Concepts and transformations commonly used in matrix description of polarized waves
Aspects of statistical filter theory and relation to space navigation problems
Construction of orthogonal matrices using integer as elements for nonbinary coding
Correspondence of group of permutations on three letters to proper rotations of three-dimensional orthogonal frame
Iterative method with proof for computing matrix generalized inverse
Fortran II programs for measuring looping speed in digital computers through matrix inversion by partitioning
Matrix inversion algorithm from Cayley-Hamilton
Transformation matrix converting phase variable form into Schwartz form for application to Liapunov function and Hurwitz criterion
Product form of inverses of sparse matrices, discussing geometrical interpretation and Gauss-Jordan method
Propagation of comma-free properties of component codes of iterative codes - code matrices
Basic algorithms for matrix manipulations by computer for network analysis
Analytical study of ordinary and partial differential equations, illustrating initial value problem and large matrix inversion
Local theory developed for analytic linear systems of differential equations in implicit form