Unbounded Solutions of an Equation ÿ+<i>g{y)</i> =<i>p(t)</i> , with <i>p(t)</i> Periodic and Bounded, and <i>g(y)</i> /<i>y</i> → ∞ as <i>y</i> →±∞

Similar Works

Action	Title	Year	Authors
+	Unbounded Solutions of ÿ + <i>g(y)</i> = <i>p{t)</i>	1966	J. E. Littlewood
+	PERIODIC SOLUTIONS OF (<i>a</i>(<i>t</i>)x′)′ + <i>f</i>(<i>t, x</i>) = <i>p</i>(<i>t</i>)	1976	Sung-Sik Chang
+	Some Properties of Solutions of ẍ + <i>p</i> (<i>t</i>) <i>g</i> (<i>x, x</i>) = 0	1969	Athanassios G. Kartsatos
+	2988. Solutions of the equation <i>f(x)</i>=log<i>x</i> under certain conditions	1962	S. Parameśwaran
+	On the Equation <i>P</i> (<i>B</i> ) = ∫<i>P</i> (<i>Bx</i> <sup>−1</sup> ) <i>P</i> (<i>dx</i> ) for Infinite <i>P</i>	1973	Arunava Mukherjea
+	80.34 On solutions of <i>m</i><sup>2</sup> + <i>n</i><sup>2</sup> = 1 + <i>l</i><sup>2</sup>	1996	Christopher Bradley
+	Periodic Solutions of Non-Linear Differential Equations of Order 2<i>n</i>	1953	Chike Obi
+	Equations <i>ax</i> <sup>3</sup> +<i>bx</i> <sup>2</sup> y + <i>cxy</i> <sup>2</sup> +<i>dy</i> <sup>3</sup> = <i>e</i> with no Rational Solutions	1968	L. J. Mordell
+	Periodic solutions of x"+cx'+g(x)=εf(t)	1959	W. S. Loud
+ PDF Chat	Periodic solutions of the equation $x''(t)+g(x(t))=p(t)$	1975	Svatopluk Fučík Vladimír Lovicar
+	Unbounded branches of periodic solutions	2009	A. M. Krasnoselʹskiǐ
+	POSITIVE SOLUTIONS OF <i>Δu</i>+<i>u</i><sup>(<i>n</i>+2)/(<i>n</i>–2)</sup> = 0 ON CONTRACTIBLE DOMAINS	2017	Weiyue Ding
+	Periodic Solutions of x" + g(x) + μh(x) = 0	1974	G. J. Butler H. I. Freedman
+	Some Solutions of the Equation <i>F</i> (<i>t</i> ) = <i>F</i> (<i>t</i> <sup>−1</sup> )	1936	W. L. Ferrar
+	The Bounded Reaction-Diffusion Cauchy Problem with <i>f ∊ L</i>	2015	J. C. Meyer D. J. Needham
+ PDF Chat	Appendix (<i>a</i> )	1900	R. T.
+	Unbounded solutions in asymmetric oscillations	2004	Xiaojing Yang
+	Periodic and Unbounded Solutions of Periodic Systems	2024	Philip Korman
+ PDF Chat	<i>On the Series</i> 1+(p1)3+{p(p+1)1.2}3+…	1901	Frank Morley
+	Some Equations <i>y</i> <sup>2</sup> = <i>x</i> <sup>3</sup> −<i>k</i> without Integer Solutions	1953	Marshall Hall

Works That Cite This (47)

Action	Title	Year	Authors
+	Geometric approaches to the problem of instability in Hamiltonian systems. An informal presentation	2008	Amadeu Delshams Marian Gidea Rafael de la Llave Tere M. Seara
+	Bounded and unbounded solutions of a discontinuous oscillator at resonance	2018	Hebai Chen Jinqiao Duan
+	On Littlewood’s Counterexample of Unbounded Motions in Superquadratic Potentials	1992	Mark Levi
+ PDF Chat	Resonance in undamped second-order nonlinear equations with periodic forcing	1990	George Seifert
+	Boundedness and unboundedness of solutions for reversible oscillators at resonance	2001	Markus Kunze Tassilo Küpper Bin Liu
+	Quasiperiodic solutions for nonlinear differential equations of second order with symmetry	1994	Bin Liu Jiangong You
+ PDF Chat	Quasiperiodic motions in superquadratic time-periodic potentials	1991	Mark Levi
+ PDF Chat	Analytical theory of non-linear oscillations	1979	Chike Obi
+	Oscillatory Escape in a Duffing Equation with a Polynomial Potential	1997	Mark Levi Jiangong You
+	Longtime closeness estimates for bounded and unbounded solutions of non-recurrent Duffing equations with polynomial potentials	2019	Yaqun Peng Daxiong Piao Yiqian Wang

Works Cited by This (0)

Action	Title	Year	Authors