- of
functions of
several complex variables, a
branch of mathematics, a
polydisc is a
Cartesian product of discs. More specifically, if we
denote by D (...
-
holomorphic functions on
polydisc are analytic. Also, from the
theorem derived by Weierstr****, we can see that the
analytic function on
polydisc (convergent power...
- } . {\displaystyle \left\{z\in \mathbb {C} ^{n}:\|z\|<1\right\}.} the
polydisc { z = ( z 1 , … , z n ) ∈ C n : | z j | < 1 ∀ j = 1 , … , n } . {\displaystyle...
- coefficients), and the
polydisc plays a role
analogous to that of
affine n-space in
algebraic geometry.
Points on the
polydisc are
defined to be maximal...
-
Philips International company and
Polydisc company “Beirut”-
published by
Philips International company and
Polydisc company “Maraya El-Hanin” (the life...
-
Celim Albums 1997 –
Reginaldo Rossi – Tão Sofrido;
Polydisc 1998 –
Reginaldo Rossi-ao vivo;
Polydisc 1999 –
Reginaldo Rossi the king; Sony
Music 1999 –...
- ( U ) {\displaystyle {\mathcal {O}}_{X}^{\mathrm {an} }(U)} for
every polydisc U {\displaystyle U} is a
suitable quotient of the
space of holomorphic...
- variables, the
Cauchy integral formula can be
generalized to
polydiscs. Let D be the
polydisc given as the
Cartesian product of n open
discs D1, ..., Dn:...
-
metal Years active 1989–1994
Labels Relativity Records (Combat Records)
Polydisc/Progressive
International Monsterdisc Past
members Brian Troch Sonny DeLuca...
- variables. Namely, for a
holomorphic function f {\displaystyle f} on a
polydisc U = ∏ j = 1 n B ( a j , r j ) ⊂ C n {\displaystyle U=\prod _{j=1}^{n}B(a_{j}...
