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We consider the existence of solutions of a nonlinear biharmonic equation with Dirichlet boundary
condition,
△²u+c△u=f(x,u) in Ω, where Ω
is a bounded open set in RN with smooth boundary
əΩ. We obtain two new results by linking theorem.
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참고문헌 (10)
참고문헌 신청
A. M. Micheletti / 2001 / Multiple nontrivial solutions for a °oating beam via critical point theory / J. Differential Equations 170 : 157 ~ 179
H. Hofer / 1983 / On strongly inde?nite functionals with applications / Trans. Amer. Math. Soc 275 : 185 ~ 214
J. Q. Liu / 2002 / Free vibrations for an asymmetric beam equation / Nonlinear Analysis 51 : 487 ~ 497
L. Humphreys / 1994 / Numerical and theoretical results on large amplitude periodic so-lutions of a suspension bridge equation / 박사 / University of Connecticut
P. J. McKenna / 1987 / Nonlinear Oscillations in a Suspension Bridge / Arch. Rational Mech. Anal 98 : 167 ~ 177
H. Hofer / 1983 / On strongly inde?nite functionals with applications / Trans. Amer. Math. Soc 275 : 185 ~ 214
J. Q. Liu / 2002 / Free vibrations for an asymmetric beam equation / Nonlinear Analysis 51 : 487 ~ 497
L. Humphreys / 1994 / Numerical and theoretical results on large amplitude periodic so-lutions of a suspension bridge equation / 박사 / University of Connecticut
P. J. McKenna / 1987 / Nonlinear Oscillations in a Suspension Bridge / Arch. Rational Mech. Anal 98 : 167 ~ 177
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