Parameterization of the set of positive- definite matrices and an algorithm for its generation
Numerical analysis on set elements for positive definite symmetric matrices by parameterization
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Numerical analysis on set elements for positive definite symmetric matrices by parameterization
Stiffness matrices derived for triangular shell elements associated with polyhedral deflection distributions
Fixed point probability vector of ergodic /cyclic/ transition matrices by matrix inversion technique
Row column permutation of sparse matrices into block diagonal form /BDF/
Invariants of triangular shell element stiffness matrices associated with polyhedral deflection distribution, discussing effect of geometry
Loading matrices and mass reduction for natural mode by physical force method
Stiffness matrices bandwidth minimization by automatic node relabeling in equilibrium problems of lumper-parameter systems
Method for isolating metal ion traces from sodium matrices consists of two extractions and an ion exchange step. Extraction is accomplished by using 2-thenoyltrifluoracetone and dithizone followed by cation exchange.
Transient vibration analysis of liner systems using transition matrices
Stiffness matrices analysis of thin flat plates
Eigenvalues and eigenvectors of symmetric matrices using FORTRAN 4 subroutines
Molecular mechanisms leading to mineralization of organic tissues, noting role of protein and glycoprotein matrices
Effects of multidimensional flow through porous matrices in mass transfer cooling, analyzing one dimensional model for blunt axisymmetric surfaces
Algorithm minimizing nonzero elements during Crout reduction of sparse matrices
Density matrices of symmetry projected single determinant wave functions for finite groups, considering many particle system
Generalized Rayleigh quotients for calculating eigenvalues and eigenvectors of large matrices
Empirical technique for computing navigation covariance matrices and applications to post Apollo 8 lunar orbit mission planning
Applying method for computing partial derivatives of matrices representing rigid body rotations to formulation of RTCC processor for lunar landing mission