A lower bound on the performance of optimal regulators
Linear feedback control system with quadratic penalty function, deriving lower bound on optimal performance for suboptimality evaluation
Canales, R.↗
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Automatic error bounds for real roots of polynomials having interval coefficients
Polynomials with interval coefficients, presenting Newton Raphson algorithm for real roots error bounds
Hanson, R. J.↗
On error bounds in the digital computation of the four parameters for strapdown inertial systems
Numerical analysis of error bounds in digital computation of four parameters for strapdown inertial systems
Boland, J. S., III↗
Interpretation of dispersion relations for bounded systems
Constructing normal modes for bounded systems from infinite dispersion relation roots for interpretation of plasma wave and instability studies on finite cylinders
Rognlien, T. D.↗
Predictions on the characteristics of the minimal two-impulse orbital transfer under arbitrary terminal conditions by using the bounding trajectories
Predicting characteristics of minimal total impulse solution of two-terminal, two-impulse orbital transfer problem by using bounding trajectories
Sun, F. T.↗
Lower bounds on deformations of dynamically loaded rigid-plastic continua
Impulsively loaded rigid plastic continua deformation lower bounds calculation, considering beams and plates
Morales, W. J.↗
On energy bounds derived from the conjugate eigenvalue problem
Atomic system ground state energy upper bound, considering internuclear distances and removal of restriction for negative definite potential energy operator
Epstein, S. T.↗
Decoding beyond the BCH bound
Two algorithms for decoding beyond Bose- Chaudhuri-Hocquenhem bound
Hartmann, C. R. P.↗
Magnetic field dependence of the dielectric behavior of bound polarons in rutile, TiO2
Two center bound polaron in rutile single crystal, studying dielectric behavior in applied magnetic field
Maccrone, R. K.↗
Strengthened lower bound on definite decoding minimum distance for periodic convolutional codes
Binary periodic convolutional codes with lower bound everywhere stronger than Wagner on definite decoding minimum distance
Costello, D. J., Jr.↗
Attitude of fractures bounding straight and arcuate lunar rilles
Attitude measurements of fractures bounding lunar rilles from systematic increase with height
Mcgill, G. E.↗
Bounds on the probability of error due to intersymbol interference for correlated digital signals
Upper bound on error probability due to intersymbol interference for correlated and uncorrelated digital signals, presenting examples for data communication systems
Glave, F. E.↗
Error bounds for compound quadrature of weakly singular integrals
Weakly singular integrals numerical compound quadrature error bound and convergence rate estimate by applying Peano theorem with modification for avoiding singularity
Feldstein, A.↗
Sub-optimal design of a closed-loop least- upper-bound fuel control
Suboptimal design of closed loop least upper bound fuel control for dynamic systems, minimizing fuel consumption on basis of fixed ultimate error
Dessau, H. R.↗
Time-bounded grammars and their languages
Time-bounded grammars and languages capable of simulation by Turing acceptors in automata theory
Book, R. V.↗
Hard tissue as a composite material. I - Bounds on the elastic behavior.
Recent determination of the elastic moduli of hydroxyapatite by ultrasonic methods permits a re-examination of the Voigt or parallel model of the elastic behavior of bone, as a two phase composite material. It is shown that such a model alone cannot be used to describe the behavior of bone. Correlative data on the elastic moduli of dentin, enamel and various bone samples indicate the existence of a nonlinear dependence of elastic moduli on composition of hard tissue. Several composite models are used to calculate the bounds on the elastic behavior of these tissues. The limitations of these models are described, and experiments to obtain additional critical data are discussed.
Katz, J. L.↗
Upper bound on compression ratio for run-length encoding.
Run-length encoding is a scheme which has been used to remove redundancy from video signals. Based upon a first-order Markov model of video data, an upper bound on compression ratio is found for run-length encoding. It is shown that at best run-length encoding will give a compression ratio which is approximately 60% of the maximum attainable value. This percentage is fairly independent of the particular picture involved.
Gray, K. G.↗
Curved space cosmological bounds on the time variation of G.
Additional quantitative and revealing arguments are given in favor of author's previous suggestion (1971) that the introduction of pressure results in a decrease in the theoretical upper bound on the time variation of G, as predicted by the Brans-Dicke theory (1961) for Friedmann-type expanding cosmologies in flat space, and that this suggestion holds in curved spaces as well. Moreover, it is shown that the curvature contribution to G is of the same order of magnitude as the flat space contribution and adds to it or subtracts from it for positive or negative curvatures respectively.
Morganstern, R. E.↗