3 papers
math.AG2012
The space of generalised G2-theta functions of level one
Chloé Grégoire, Christian Pauly
Let C be a smooth projective complex curve of genus at least 2. For a simply-connected complex Lie group G the vector space of global sections H^0(M(G), L^l) of the l-th power of t…
math.AG2011
The space of generalized G_2-theta functions of level one
Chloé Grégoire
Let G_2 be the exceptional Lie group of automorphisms of the complex Cayley algebra and C be a generic, smooth, connected, projective curve over of genus at least 2. F…
math.AG2011
The space of generalized G2-theta functions
Chloé Grégoire
Let G2 be the exceptional Lie group of automorphisms of the complex Cayley algebra and C be a smooth, connected, projective curve of genus at least 2. Using the map obtained from e…