Bounds for the eigenvalues of a matrix
Mathematical models for determining eigenvalue bounds of matrix
Garren, K. R.↗
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Variational bounds in positron atom scattering
First order adiabatic correlation function for determining variational bounds in positron-atom scattering
Drachman, R. J.↗
Explicit upper bounds for error propagation in the n-body field
Mathematical means for bounding propagated trajectory error induced impulsive initial error in n-body field
Rosen, A.↗
Chernoff bound for channels with infinite memory.
Chernoff bounding for infinite memory channels
Goutmann, M. M.↗
An algorithm for computing frequency-response bounds for systems with variable parameters.
Frequency response bounds for toleranced variable parameter control system computed with algorithm
Cavin, R. K., III↗
Solution of optimal control with bounded control amplitudes and rates.
Optimal control of linear process with bounded control amplitude and rates using maximum principle
Luh, J. Y. S.↗
A simple bound for stable non-linear systems with input.
Simple bound for stable second order nonlinear systems with input, noting application to control systems engineering
Wiberg, D. M.↗
Lower bounds to eigenvalues of the Schroedinger equation. I.
Optimum lower bounds to excited states of Hamiltonian having known set of eigenfunctions
Wilson, T. M.↗
Lower bounds to eigenvalues of the Schroedinger equation. II.
Lower bounds of low lying levels of Li ion and helium calculated using partitioning technique with multivalued bracketing function
Reid, C. E.↗
Lower bounds to eigenvalues of the Schroedinger equation. III - On the relationship between the method of intermediate Hamiltonians and the partitioning technique.
Schroedinger equation eigenvalues lower bounds, noting relationship between intermediate Hamiltonians method and partitioning technique
Wilson, T. M.↗
Time-optimal control of a bounded phase- coordinate process. II - High-order systems with multiple control inputs.
Time optimal control of bounded phase coordinate problem associated with large booster autopilot design, noting oscillatory system with two control inputs
Harvey, C. A.↗
Recursive state estimation - Unknown but bounded errors and system inputs.
State of linear dynamic system using noisy observations with unknown but bounded errors and system inputs, deriving recursive algorithm
Schweppe, F. C.↗
Comments on ''Lower-bound procedure for energy eigenvalues by the partitioning technique.''
Criticism of Choi-Smith extension of Lowdin lower bounds formalism to multidimensional reference manifold
Wilson, T. M.↗
An upper bound to the response spectrum of transmitted shocks.
Upper bound to response spectrum of transmitted shocks in spacecraft under flight conditions, using ground vibration test data
Phelps, W. D.↗
Upper- and lower-bound energy calculations for atoms and molecules in the Thomas-Fermi theory.
Upper and lower bounds for Thomas-Fermi energies of atoms and homonuclear diatomic molecules at large and intermediate internuclear separations, noting instability
Roberts, R. E.↗
On the existence of upper bounds on the performance index of nonlinear systems.
Upper bounds existence on performance index of nonlinear systems
Aggarwal, J. K.↗
Remarks on time-varying upper bounds of nonlinear system transient response.
Time varying upper bounds of nonlinear feedback system transient response to initial condition disturbance
Chinnapareddy, K.↗
Intermediate bracketing theorems for lower bounds.
Intermediate bracketing theorems for calculating molecular systems energy eigenvalues lower bounds, using truncated Hamiltonians
Wang, P. S. C.↗