On the existence of solutions to linear differential-difference equations.
Existence of solutions to linear differential difference equations in degenerate cases, noting reduction procedure
Meyer, K. R.↗
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Geometric theory of functional-differential equations.
Functional differential equations geometric theory, with rate of change of physical system mathematical model dependent on past history
Hale, J. K.↗
Stability criteria for n-th order, homogeneous linear differential equations.
Linear differential equations stability criteria using quadratic Liapunov functions
Infante, E. F.↗
Asymptotic behavior of solutions of parabolic differential equations and of integral equations.
Volterra and partial differential equations solution asymptotic behavior treated, indicating connection to boundary problems in parabolic equations and optimal control
Friedman, A.↗
Qualitative theory of differential equations and structural stability.
Qualitative theory for differential equations, considering structural stability and role of first integrals
Peixoto, M. M.↗
Differential cross sections for the production of protons in the reactions of approximately 160-Mev protons on nuclei.
Differential cross sections for secondary protons production in 160 Mev proton reactions on various target nuclei, obtaining angular distributions
Hill, N. W.↗
Simplification of second order systems of ordinary differential equations with a turning point.
Reduction theorem for second order differential equations with turning point involving simultaneous change of dependent/independent variables and matrix equation solution
Hanson, R. J.↗
Reflection laws of systems of second order elliptic differential equations in two independent variables with constant coefficients.
Second order elliptic differential equation system solution reflection behavior, noting constant coefficients and boundary conditions
Sloss, J. M.↗
The reduction of certain control problems to an ''ordinary differential'' type.
Reduction of nonstandard problems in mathematical control theory by transformation into equivalent ordinary differential form
Warga, J.↗
Performance parameters that characterize a differential-pressure transducer.
Differential pressure transducer performance, itemizing characteristic parameters, noting errors and effects of vibration, mounting strains, etc
Gettelman, C. C.↗
Differential games of fixed duration.
Fixed duration differential game definitions and admissible strategies, noting justification by saddle point theorem existence proof
Varaiya, P. P.↗
Periodic solutions of differential equations with time lag containing a small parameter.
Periodic solutions for functional differential equations with time lag, developing bifurcation theory representing delay equation extension
Perello, C.↗
Double error probability in differential PSK.
Double error probability in differentially coherent phase shift keyed communications systems, noting computerized simulation substantiation of theory
Oberst, J. F.↗
The application of a differential synthesis technique to the design of multiaxis stability augmentation systems for aerospace vehicles.
Differential synthesis technique application to design of multiaxis stability augmentation systems for aerospace vehicles
Hatch, H. G., Jr.↗
Reflection laws of high order elliptic differential equations in two independent variables with constant coefficients and unequal characteristics across analytic boundary conditions.
Reflection laws of high order elliptic differential equations in two independent variables with constant coefficients and unequal characteristics across analytic boundary conditions
Sloss, J. M.↗
Differential energy spectra and intensity variation of 1-20 Mev/nucleon protons and helium nuclei in interplanetary space /1964- 66/.
Proton and He nuclei differential energy spectra and intensity variations in interplanetary space in 1-20 Mev per nucleon energy range
Fan, C. Y.↗
Computer-aided analysis of nonlinear networks described by constrained differential equations.
Computer analysis of nonlinear networks using constrained differential equations
Stern, T. E.↗
Differential operators and their adjoints under integral and multiple point boundary conditions.
Differential operators and adjoints defined on Hilbert space of n x 1 matrices under integral and multiple point boundary conditions
Krall, A. M.↗