Sample sizes for approximate independence of largest and smallest order statistics
Sample sizes for approximate independence of largest and smallest order statistics
Walsh, J. E.↗
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Second order errors in linearized velocity corrections and their effects on the rate of convergence of iterative solutions
Second order errors in linearized velocity corrections and their effects on rate of convergence of iterative solutions
Mc Lean, J. D.↗
First-order planetary theory. Perturbations in rectangular coordinates, Hansen's variables, longitude, and distance
Computer approach to first order planetary theory using perturbation calculation in rectangular coordinates
Hamid, S. E.↗
First-order solutions for mutual coupling between waveguides which propagate two orthogonal modes
First-order solutions for mutual coupling between waveguides which propagate two orthogonal modes
Mailloux, R. J.↗
A comparison of three sets of higher order adiabatic plasma equations
Comparsion of three sets of higher order approximate plasma equations
Wilson, G. E.↗
Low-order classical Runge-Kutta formulas with stepsize control and their application to some heat transfer problems
Low order Runge-Kutta formulas with step control for heat transfer problems
Fehlberg, E.↗
Some sufficient conditions for the asymptotic stability of linear nonautonomous systems of the second order
Quadratic Liapunov function for asymptotic stability of linear systems of second order
Walker, J. A.↗
Characterization of ordered water in hydrophilic membrane pores
Characterization of ordered water in hydrophilic membrane pores
Asunmaa, S. K.↗
GEOS-2 and 13th order terms of the geopotential
Resonance of Explorer 36 satellite with 13th order terms of geopotential
Douglas, B. C.↗
Second-order planetary theory. Part 1 - Outline of the method
Brouwers theory of planetary motion for second- order perturbation computation using Fourier series
Hamid, S. E.↗
Liapunov functions for autonomous systems of second order.
LCL /Liapunov, Cetaev and LaSalle/ functions for autonomous systems of second order extended to more general differential equation systems
Anderson, L. R.↗
Shear accommodation kinking at second order /1011/-/1012/ twins in magnesium.
Shear accommodation kinking at second order twin bands in critically deformed magnesium investigated for dislocation mechanism
Hartt, W. H.↗
Simplification of second order systems of ordinary differential equations with a turning point.
Second order systems of linear differential equations eliminating all nonessential difficulties associated with initial value problem
Hanson, R. J.↗
A second-order variational method for discrete-time optimal control problems.
Discrete time optimal control problems solved by second order variational algorithm, developing recurrence relations for perturbation equations
Koivo, A. J.↗
Solutions of second order ordinary differential equations.
Existence theorems for solutions to second order ordinary differential equations
Schrader, K. W.↗
Experimental results for phase-lock loop systems having a modified nth-order tanlock phase detector.
Lock range and threshold defined, presenting experimental results for phase lock loop systems having modified nth order tanlock phase detector
Lindenlaub, J. C.↗
Self-ordered polymers and propagative cell-like systems.
Origin of life data, discussing self ordered polymers, propagative cell-like systems, protenoids, cellular evolution, etc
Fox, S. W.↗
Second-order dispersion-energy series for axially symmetric molecules.
With the aid of a model representing each molecule as a set of semi‐isotropic dipole oscillators, the London‐van der Waals interaction energy of a pair of unexcited axially symmetric molecules is calculated, in the second order of perturbation theory, as an infinite series in negative powers of the intermolecular separation.
Johannes H van der Merwe↗