## Mathematical Analysis and Applications |

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### Contents

Mathematical Analysis and Applications | 1 |

H R BEYER On some vector analogues of SturmLiouville | 11 |

S S CHENG G ZHANG and W T LI On a higher order | 37 |

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### Common terms and phrases

abstract algebraic analytic functions Appl approximation Aslam Noor Banach space boundary value problems bounded catenoid Cauchy Cauchy sequence cocycle form complementarity problems continuous with constant convergence convex set convex subset Corollary defined Definition denotes differential discrete Einstein equivalent Euclidean exists finite fixed point fractional calculus fuzzy operators geodesic given gyrocommutative gyrogroup H.M. Srivastava Hence hyperbolic dual angles hyperbolic geometry implies inequalities for fuzzy inner product integral operators Lemma Lipschitz continuous Lorentz manifold Marcinkiewicz inequalities Math Mbbius monotone with constant multivalued variational inequalities nonlinear variational inequalities obtain open neighborhood polynomial proof of Theorem properties prove quaternionic Rassias resp right helicoid satisfying Section sequence strongly monotone Sturm-Liouville technique Th.M Theorem Theorem 3.1 topological vector space Ungar gyrovector space univalence variational inequalities variational inequality 2.1 weight Wiener-Hopf equations World Scientific zeros