an:04073167
Zbl 0657.14026
Lange, Herbert
Families of translations of commutative algebraic groups
EN
J. Algebra 109, 260-265 (1987).
00151156
1987
j
14L30 11J81
connected commutative algebraic group; translation by points; transcendence theory
Abstract: It is shown that for certain compactifications of a connected commutative algebraic group G in \({\mathbb{P}}_ N\) the translation by points g of G can be described completely by quadratic forms in such a way, that the forms depend holomorphically on g. This implies that some zero estimates in transcendence theory are effective.
D.M.Snow