Name:d Gender:d Age:d Date of Birth:d Mate:d View:Deer TEF Voice:#d Shoulder height:d Odor:d Set:d Home:d ID:here Temper:d
ХАРАКТЕРИСТИКИ
In mathematics, a complex torus is a particular kind of complex manifold M whose underlying smooth manifold is a torus in the usual sense (i.e. the cartesian product of some number N circles). Here N must be the even number 2n, where n is the complex dimension of M.
is a compact complex manifold. All complex tori, up to isomorphism, are obtained in this way. For n = 1 this is the classical period lattice construction of elliptic curves. For n > 1 Bernhard Riemann found necessary and sufficient conditions for a complex torus to be an algebraic variety; those that are varieties can be embedded into complex projective space, and are the abelian varieties.
( I cannot think of any these yet to put on,apologies)
Species: Unknown but mainly a Moose-like
Discription: A shadowy wanderer who always thirsts for adventure and mysteries around the forests,anywhere,everywhere and loves to make friends,friendly and kind,talented in art....
"...It's pleasure to meet you too but would I ask you..
Who are you then,my friend~?" "Ah,I might do sometimes hang around in the forests,so might as well see you there too,m'dear fellow.."*bows and walks away*
