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Publications by Tomas Ya Azizov

On Domains of {\Cal P}{\cal T} Symmetric Operators Related to −y″(x) + (− 1)nx2ny(x)

Journal of Physics A: Mathematical and Theoretical
StatisticsProbabilityNonlinear PhysicsSimulationMathematical PhysicsStatisticalModelingAstronomyPhysics
2010English

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On the Diophantine Equation $X^p-X=y^q-Y$

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On THE DIOPHANTINE EQUATION P^x+(p+1)^y=z^2

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Topological Structures in Colombeau Algebras: Investigation of the Duals of ${\Cal G}_{{\rm C}}(\Omega)$ , ${\Cal G}(\Omega)$ and ${\Cal G}_{{\cal S}}({\Bbb R}^n)$

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About the $L^p$-Boundedness of Integral Operators With Kernels of the Form $K_1(x-Y)K_2(x+y)$.

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Averaging Operators on L^{p_n} and L^p(x)

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Clini Cal Studies on Chronic Gastritis

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