INTEGRAIS DE SUPERFÍCIES E COMPLEXAS DE ANCELMO L. GRACELI [13]

ALGUMAS TRANSFORMADAS DE ANCELMO L. GRACELI.

[ $e^{-{\frac {z}{\delta }}}$ ]

[-S t ] [ $\psi$ ] [ $e^{-{\frac {z}{\delta }}}$ ]

X [ $\psi$ ] $e^{-{\frac {z}{\delta }}}$ = -S t [ $\psi$ ] dt

[ $e^{-{\frac {z}{\delta }}}$ ]

[ $\psi$ ] [ $e^{-{\frac {z}{\delta }}}$ ]

X [ $\psi$ ] $e^{-{\frac {z}{\delta }}}$ = Z t [ $\psi$ ] [ $e^{-{\frac {z}{\delta }}}$ ] dt

[ $e^{-{\frac {z}{\delta }}}$ ]

[ $\psi$ ] [ $e^{-{\frac {z}{\delta }}}$ ]

X [ $\psi$ ] $e^{-{\frac {z}{\delta }}}$ = Z t [ $\psi$ ] [ $e^{-{\frac {z}{\delta }}}$ ] dt