## Nonlinear Analysis and Applications: To V. Lakshmikantham on His 80th Birthday, Volume 1 |

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### Contents

Barbu V and Marinoschi G Controlling the volu | 9 |

Lamberti P D A differentiability result for the first | 33 |

Perera K pSuperlinear problems with jumping non | 39 |

Yokota T Monotonicity and compactness methods | 45 |

eralized nonlinear variational inclusions involving maximal | 59 |

Agarwal R P Frigon M and ORegan D A survey | 75 |

Alber Y I Newtontype dynamical systems in Banach | 89 |

Alexandre R Dinh A P N Simon A and Long | 117 |

Carl S Existence and compactness results for quasilinear | 321 |

Castaing C and Syam A On a class of evolution | 341 |

Chang K C and Liu J Q Morse theory for minimal | 361 |

Chang S S and Cho Y J The implicit iterative | 369 |

Chidume C E Iterative algorithms for nonexpansive | 383 |

Chipot M and Siegwart M On the asymptotic | 431 |

Colonius F and Spadini M A dynamic index | 451 |

Darmawijoyo and van Horssen W T On a charac | 471 |

Anastassiou G A High order approximation by univari | 141 |

Antoniouk A Val and Antoniouk A Vict Nonlin | 165 |

Bandle C RayleighFaberKrahn inequalities and quasi | 227 |

metric water content jump in a stratified unsaturated soil | 241 |

Benchohra M Gatsori E P Gorniewicz L | 259 |

Benchohra M Gorniewicz L Ntouyas S K | 289 |

Betancor J J Herztype Hardy spaces and Bochner | 301 |

Drabek P and Kufner A Note on spectra of quasi | 505 |

generalized nonisothermal nonNewtonian HeleShaw flow | 513 |

Filippakis M Gasihski L and Papageorgiou N S | 531 |

Giga Y and Sawada O On regularizingdecay rate | 549 |

Gladgov A L Guedda M and Prohozhii S A | 563 |

Hamel A and Lohne A A minimal point theorem | 577 |

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absolutely continuous algorithm Anal Appl applications approximation assume assumptions Banach space bounded bounded sets Cauchy Chidume compact comparison theorem condition consider converges strongly convex functional convex subset countably defined Definition denotes differential equations diffusion fixed point theorem Frechet spaces function H x H half-linear Hardy spaces Hence Hilbert space holds htdt implies inequality integral iterative Lemma linear Lipschitz continuous lower semicontinuous Malliavin calculus Math Mathematics method mild solution minimal multivalued map nonempty closed nonexpansive mappings nonlinear nonlinear estimate nonlocal nonoscillation nonoscillatory norm obtain operator oscillation problem 3.1 process f Proposition proved pseudocontractive mappings raise of smoothness regularity Remark respect RFK-inequality Riccati right-dense satisfies second order semigroup semilinear sequence xn stochastic derivative stochastic differentiability strong solutions strongly monotone Suppose Theorem 4.1 theory uniformly upper semicontinuous variational inclusions variational inequalities weakly xn+i zero