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Let $g$ be an analytic function on the open unit disk $D$ in the complex plane $C$. We will study the following operator \[\ I_{g}(h) (z) := \int_0^z h'( \zeta )g( \zeta) d ...
`\zeta' ` D `\Delta' ` G `\Gamma' ` Q `\Theta' ` L `\Lambda' ` Y `\Psi' ` P `\Pi' ` S `\Sigma' ` U `\Upsilon' ` V `\Phi' ` O `\Omega' ` C-f `\rightarrow' ` C-b `\leftarrow'
The measured specific resistance of filter cloth with residual dust .ZETA.d was almost independent of the filtering velocity and the dust concentration.
... eta))$ with the coefficient in the local system $\bold (\eta)$ of the multivalued function $\eta = f^{-\alpha_0}x_1^{\alpha_1}\cdots x_n^{\alpha_n}$ has a natural $\bold Q(\zeta_d ...
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We will study the following operator \[\ I_{g}(h) (z) := \int_0^z h'( \zeta )g( \zeta) d \zeta \ , \ J_g(h) (z) := \int_0^z h( \zeta )g'( \zeta) d \zeta\] on the ...
`\zeta' ` D `\Delta' ` G `\Gamma' ` Q `\Theta' ` L `\Lambda' ` Y `\Psi' ` P `\Pi' ` S `\Sigma' ` U `\Upsilon' ` V `\Phi' ` O `\Omega' ` C-f `\rightarrow' ` C-b `\leftarrow'
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