Found 294 Documents (Results 1–100)

100
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Nonoscillation of the Mathieu-type half-linear differential equation and its application to the generalized Whittaker-Hill-type equation. (English)Zbl 07557945

MSC:  34C10 34B30
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CLT with explicit variance for products of random singular matrices related to Hill’s equation. (English)Zbl 07535856

MSC:  37H15 60B20 60F05
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On the construction and integration of a hierarchy for the periodic Toda lattice with a self-consistent source. (English)Zbl 07499132

MSC:  37K10 34A33 34C25
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A new perturbative solution to the motion around triangular Lagrangian points in the elliptic restricted three-body problem. (English)Zbl 1481.70054

MSC:  70F07 37N05 70H09
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A Riemann-Hilbert problem approach to infinite gap Hill’s operators and the Korteweg-de Vries equation. (English)Zbl 1483.35145

Int. Math. Res. Not. 2021, No. 2, 1288-1352 (2021); corrigendum ibid. 2021, No. 23, 18410 (2021).
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Oscillation and nonoscillation theorems for Meissner’s equation. (English)Zbl 07329278

MSC:  34-XX 35-XX
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Periodic bouncing solutions for Hill’s type sub-linear oscillators with obstacles. (English)Zbl 07327280

MSC:  34C25 34B30 47N20
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Hill’s operators with the potentials analytically dependent on energy. (English)Zbl 07283595

MSC:  47E05 34L20 34L40
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Vibrational stability of periodic solutions of the Liouville equations. (English)Zbl 1439.70006

MSC:  70E17 70J40
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Periodic solutions of a class of nonlinear Hill’s type equations with bounded restoring force. (Chinese. English summary)Zbl 1449.34122

MSC:  34C25 34A34 34B30

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Resonance tongues in the linear Sitnikov equation. (English)Zbl 1391.70032

MSC:  70F10 70G60
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Maximum principles for the Hill’s equation. (English)Zbl 1393.34003

Amsterdam: Elsevier/Academic Press (ISBN 978-0-12-804117-8/pbk; 978-0-12-804126-0/ebook). xiii, 238 p. (2018).

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MSC:  34C10
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Topologically protected states in one-dimensional systems. (English)Zbl 1379.35076

Mem. Am. Math. Soc. 1173, viii, 118 p. (2017).
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Hysteresis in muscle. (English)Zbl 1358.34055

MSC:  34C60 34C55 92C30
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On one oscillatory criterion for the second order linear ordinary differential equations. (English)Zbl 1360.34075

MSC:  34C10 34A30
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Subharmonic solutions of Hill’s equation. (English)Zbl 1338.34089

MSC:  34C46 34B30 34C25
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MSC:  37K10
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Logarithmic Sobolev inequalities and spectral concentration for the cubic Schrödinger equation. (English)Zbl 1337.37061

MSC:  37L50 35Q55
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Parametric resonance in DNA. (English)Zbl 1329.92044

MSC:  92C40 92D20
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On roundedness of solutions of Hill’s equation with potential-distribution. (Russian. English summary)Zbl 1313.47096

MSC:  47E05 34L40 47A75

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On a class of Hill’s equations having explicit solutions. (English)Zbl 1315.34003

MSC:  34A05 34A30
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Periodic boundary-value problem for Hill’s equation in the case of parametric resonance. (Russian. English summary)Zbl 1318.34042

MSC:  34B30 34E10 34A45

Energy bounds for Klein-Gordon equations with time-dependent potential. (English)Zbl 1310.35148

MSC:  35L15 35L05 35B40
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On the orbital stability of pendulum-like vibrations of a rigid body carrying a rotor. (English)Zbl 1286.70009

MSC:  70E50 70H14 70J25
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MSC:  53A10
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Exact multiplicity and stability of periodic solutions for a Duffing equation. (English)Zbl 1267.34069

MSC:  34C25 34D20 47N20
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Periodic differential operators. (English)Zbl 1267.34001

Operator Theory: Advances and Applications 230. Basel: Birkhäuser (ISBN 978-3-0348-0527-8/hbk; 978-3-0348-0528-5/ebook). viii, 216 p. (2013).
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A simple formula of calculating eigenvalues for Hill’s equation $$x^{\prime \prime}+(\lambda +q(t))x=0$$. (English)Zbl 1262.34032

MSC:  34B30 34L20
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Cauchy problem for one class of ordinary differential equations. (English)Zbl 1251.34006

MSC:  34A05 34A30
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Bloch solutions of periodic Dirac equations in SPPS form. (English)Zbl 1254.34042

Ball, Joseph A. (ed.) et al., Recent progress in operator theory and its applications. Proceedings of the 20th international workshop on operator theory and applications (IWOTA), Guanajuato, Mexico, September 21–25, 2009. Basel: Birkhäuser (ISBN 978-3-0348-0345-8/hbk; 978-3-0348-0346-5/ebook). Operator Theory: Advances and Applications 220, 153-162 (2012).
MSC:  34B24 34C27 34L40
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Dynamics of a marine plankton system: diffusive instability and pattern formation. (English)Zbl 1245.35135

MSC:  35Q92 37N25 92D25
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MSC:  34C10
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Variations on R. Schwartz’s inequality for the Schwarzian derivative. (English)Zbl 1243.52006

MSC:  52A40 30C99 37D50 52A30
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Optimal guidance and control for space robot operation. (English)Zbl 1210.93050

Ao, Sio-Iong (ed.) et al., Intelligent control and computer engineering. Selected papers based on the presentations at the international conference on advances in intelligent control and computer engineering, Hong Kong, China, March 17–19, 2010. New York, NY: Springer (ISBN 978-94-007-0285-1/hbk; 978-94-007-0286-8/ebook). Lecture Notes in Electrical Engineering 70, 15-24 (2011).
MSC:  93C85 93B52 49N90
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Normal forms and stability of a generalized and nonlinear Hill’s equation. (English)Zbl 1209.37025

MSC:  37C75 34A25
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MSC:  92C35
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Asymptotic distribution of eigenvalues of Hill’s equation with integrable potential under periodic condition. (English)Zbl 1235.34087

MSC:  34B30 34B24 34L20

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Bifurcations of periodic orbits and integrability of dynamical systems. (English)Zbl 1204.37064

MSC:  37J20 37J30 37J45
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MSC:  34B07
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A note on eigenvalue asymptotics for Hill’s equation. (English)Zbl 1205.34119

MSC:  34L25 34L20 34B09
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Hill’s equation with random forcing parameters: determination of growth rates through random matrices. (English)Zbl 1198.34104

MSC:  34F05 15B52 34A30
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Certain periodic flows associated with solutions of Hill equation. (English)Zbl 1338.76108

Sohrab, Siavash H. (ed.) et al., Recent advances in fluid mechanics and aerodynamics. Proceedings of the 7th IASME/WSEAS international conference on fluid mechanics and aerodynamics (FMA ’09), Moscow, Russia, August 20–22, 2009. Athens: WSEAS Press (ISBN 978-960-474-106-9/hbk; 978-960-474-111-3/cd-rom). WSEAS Mechanical Engineering Series, 41-48 (2009).
MSC:  76M99

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Vibration dynamics and control. (English)Zbl 1160.93002

Mechanical Engineering Series. New York, NY: Springer (ISBN 978-0-387-79579-9/hbk; 978-0-387-79580-5/ebook). xxiv, 855 p. (2009).
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On the sign of the Green’s function associated to Hill’s equation with an indefinite potential. (English)Zbl 1161.34014

MSC:  34B27 34B15
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Pure currents in foliated waveguides. (English)Zbl 1158.78008

MSC:  78A50 76W05
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Hill’s equation with random forcing terms. (English)Zbl 1162.34045

MSC:  34F05 34C11 15B52
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The calculation for characteristic multiplier of Hill’s equation $$x^{\prime\prime}+q(t)x=0$$ in case $$q(t)$$ with positive mean. (English)Zbl 1154.34343

MSC:  34D08 34A30
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MSC:  34C25

Poisson properties of Hill’s equation. (English)Zbl 1168.81327

Kielanowski, Piotr (ed.) et al., XXVI international workshop on geometrical methods in physics, Białowieża, Poland, 1-7 July 2007. Melville, NY: American Institute of Physics (AIP) (ISBN 978-0-7354-0470-0/hbk). AIP Conference Proceedings 956, 207-217 (2007).

Stability analysis of rotating blade vibration due to torsional excitation. (English)Zbl 1144.74330

MSC:  74H55 74H45 74H10
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Stability of solutions of linear systems of differential equations with periodic coefficients. (English)Zbl 1132.34039

Reviewer: Cemil Tunç (Van)
MSC:  34D20 34A30

Modeling the role of diffusion coefficients on Turing instability in a reaction-diffusion prey-predator system. (English)Zbl 1334.92358

MSC:  92D25 34C23
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Transverse instabilities of deep-water solitary waves. (English)Zbl 1149.76627

MSC:  76E99 76B25
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Computing the stability boundaries for the Hill’s equation. (English)Zbl 1114.65085

Grebenicov, E. (ed.) et al., CERMCS international conference of young scientists affiliated to the international conference on computer algebra in scientific computing 2006, (CASC 2006), Chişinău, Moldova, September 11–15, 2006. Communications. Chişinău: State University of Moldova, Centre of Education and Research in Mathematics and Computer Science, CERMCS; Chişinău: Tech. Univ. of Moldova (ISBN 978-9975-70-677-3/pbk). 15-19 (2006).

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A non-homogeneous Hill’s equation. (English)Zbl 1093.34532

MSC:  34C25 34B30
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Computing the stability regions of Hill’s equation. (English)Zbl 1071.65107

MSC:  65L07 34D20 34B30
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A note on gaps of Hill’s equation. (English)Zbl 1082.34072

MSC:  34L15 34L20 34B30
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The calculation for characteristic multiplier of Hill’s equation. (English)Zbl 1061.34005

MSC:  34A30 34D05
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Instability intervals of Hill’s equation with piecewise constant and alternating coefficient. (English)Zbl 1057.34105

MSC:  34L15 34B30 34L20
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On the periodic boundary value problem and chaotic-like dynamics for nonlinear Hills’s equations. (English)Zbl 1069.34024

MSC:  34B15 34C25 34C28
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Determination of the boundaries between the domains of stability and instability for Hill’s equation. (English)Zbl 1086.34530

MSC:  34D20 34A30
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VS-VO Numerov method for the numerical solution of the Schrödinger equation. (English)Zbl 1032.65516

Simos, T. E. (ed.), Computational methods in sciences and engineering 2003 (ICCMSE 2003). Proceedings of the international conference, Kastoria, Greece, September 12-16, 2003. River Edge, NJ: World Scientific. 667-669 (2003).

A control theory approach to the stability of Hill’s equations. (English)Zbl 1030.34045

MSC:  34D20 34A30

Dynamical behaviors and relative trajectories of the spacecraft formation flying. (English)Zbl 1035.70015

MSC:  70M20 70Q05
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A Lyapunov-type stability criterion using $$L^\alpha$$ norms. (English)Zbl 1007.34053

MSC:  34D20 34L15 34C25
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Application of an inverse problem for symmetric periodic potentials. (English)Zbl 0999.94573

MSC:  94C05 31A25 78A46
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Formation flying satellites: Control by an astrodynamicist. (English)Zbl 0997.70023

MSC:  70M20 70Q05
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Parametric resonance and nonexistence of global solution to nonlinear hyperbolic equations. (English)Zbl 0970.35081

Rodino, L. (ed.), Proceedings of the workshop on partial differential equations, Torino, Italy, May 8-10, 2000. Torino: Università di Torino, Dipartimento di Matematica, 157-170 (2000).
MSC:  35L70 35L15 35B05

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