Last update: Fri Nov 10 02:09:14 MST 2023
Return to index directory
Math
-
$ 2 \times 2 $, 126(1)109--114, 127(2)303--303
-
$ D^2$, 131(1)103--104
-
$ f(z) = \int^z_0 \, d x $, 128(4)599--599
-
$ \ln \Gamma (Z) $, 124(4)580--581
-
$p$, 131(1)103--104
-
$ \pi $, 124(2)227--239
-
$ \sqrt 2 $, 130(1)102--107, 131(3)434--434
-
$T$, 125(2)268--283
-
$ w(z) = e^{-z^2} \big (1 + \frac {2i}{\sqrt \pi } \int^z_0 e^{t^2} \, d t \big) $,
124(4)581--581
-
$ w(z) = e^{-z^2} \int^z_0 e^{x^2} \, d x $, 128(4)599--599