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Hölder Spaces on Closed Curves it onto domains D+ and D−, ∞ ∈ D−. The Hölder space Hv (Γ) is the space of functions satisfying the Hölder

Singular Integral Equations on Non-Smooth Curves in Hölder–Frechét SpaceSingular Integral Equations on Non-Smooth Curves in Hölder–Frechét Space

Generalized Hölder estimates via generalized Morrey norms for some ultraparabolic operators generalized Hölder estimates for L on RN+1 by establishing several estimates of singular integrals

Extension of certain distributions onweighted Hölder space and the riemann boundary value problem for non-rectifiable curves on the weighted Hölder space and apply this extension for solution of the Riemann boundary value problem

Extension of certain distributions onweighted Hölder space and the riemann boundary value problem for non-rectifiable curves on the weighted Hölder space and apply this extension for solution of the Riemann boundary value problem

Spectral stability of the Neumann LaplacianHölder continuity

Nonexistence of global solutions for quasilinear backward parabolic inequalities with p-Laplace-type operatorHölder’s inequality

GFS algorithm based on batch Monte Carlo trials for solving global optimization problemsA new method for global optimization of Hölder goal functions under compact sets given

Best Approximations of Solutions of Fractional-integral Equations with the Riemann-Liouville Operator in a special pair of Hölder spaces of the desired elements and right-hand sides plays an important role.

FURTHER IMPROVEMENT OF AN EXTENSION OF HOLDER-TYPE INEQUALITYIn 1995 Pearce and Pecaric proved an extension of Holder's inequality. In this paper we extend

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