Human perception of linear motion - A mathematical model of the otoliths.
Mathematical model for otolithic organs used to analyze human spatial orientation
MOTION PERCEPTION↗
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Results for “MATHEMATICS - MATRICES”
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
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Linear systems of equations solved using mathematical algorithms
New mathematical algorithm solves linear systems of equations, AX equals B, and preserves the integer properties of the coefficients. The algorithms presented can also be used for the efficient evaluation of determinates and their leading minors.
Bareiss, E. H.↗
A mathematical study of the electron decay in diffusion and recombination controlled afterglows - Annals of physics
Mathematical solution for electron continuity equation in decaying plasma afterglow
Biondi, M. A.↗
Mathematical wind profiles
Augmented Fourier polynomials for mathematical representation of vertical profiles for horizontal wind velocities
Abrahams, G. E.↗
The mathematical and numerical analysis associated with optimal guidance concepts
Mathematical and numerical analysis by spacecraft computers for optimal guidance
Ingram, H.↗
Optimal control for satellite attitude maneuvers. Volume 1 - Mathematical analysis
Mathematical analyses of suboptimal attitude maneuvering control for synchronous earth pointing satellites
Cellina, A.↗
Mathematical Models in Management Sciences. (1) - Consumer Behaviour as a Markov Process
Mathematical models based on Markov processes for consumer purchasing behavior
Bhargava, T. N.↗
A survey on some mathematical models of the very low frequency wave propagation
Mathematical models on very low frequency wave propagation, based on waveguide mode, zonal harmonics, eigenfunctions, and wave theory
Cheng, D. H. S.↗
ROBOT. Apollo and AAP preliminary mission profile optimization program. Part 1 - Mathematical formulation
Logic and mathematical model for Saturn launch vehicle trajectory optimization program
Gottlieb, R. G.↗
A mathematical model for simulation of the Apollo telescope mount pointing control system
Mathematical model and computer program for simulation of Apollo telescope mount pointing control system
Smith, P. G.↗
Some mathematical analysis of annealing kinetics
Mathematical models for analyzing irradiation and annealing reaction kinetics
Fang, P. H.↗
Mathematical model predictions and optimization study of the gamma ray atmospheric density sensor
Mathematical model predictions and optimization study of gamma ray atmospheric density sensor
Gardner, R. P.↗
Mathematical problems of modeling stochastic nonlinear dynamic systems
Systems analysis logic applied to mathematical modeling of dynamic nonlinear stochastic processes
Mortensen, R. E.↗
Mathematical determination of geometrical image aberrations in single and double mirror systems
Mathematical determination of geometrical image aberrations in single and double mirror systems
Hurwitz, M. G.↗
A Programmed Mathematical Model to Simulate the Bending of Radio Waves in Atmospheric Propagation
Mathematical model and FORTRAN 4 program for simulating ray tracing of signal path in spherically stratified atmosphere
B Rosenbaum↗
On the mathematical status of the pseudo-steady state hypothesis of biochemical kinetics.
Pseudosteady state hypothesis for enzyme reaction kinetics justified mathematically with asymptotic expansion of Michaelis-Menten kinetic equations solution
Aris, R.↗
Superconducting gyroscope - Drift data and mathematical model.
Experimental cryogenic gyroscope drift data, discussing Fourier analysis and mathematical model
Harding, J. T.↗
A mathematical analysis of supersonic inlet dynamics
Approximate mathematical analysis of supersonic inlet dynamics
Willoh, R. G.↗