By Min Ho Lee
This volume deals with a number of topics around equivariant holomorphic maps of Hermitian symmetric domain names and is meant for experts in quantity idea and algebraic geometry. specifically, it features a entire exposition of combined automorphic types that hasn't ever yet appeared in booklet shape. the most goal is to discover connections between complicated torus bundles, combined automorphic varieties, and Jacobi varieties linked to an equivariant holomorphic map. either number-theoretic and algebro-geometric elements of such connections and comparable subject matters are discussed.
Read or Download Mixed Automorphic Forms, Torus Bundles, and Jacobi Forms (Lecture Notes in Mathematics) PDF
Best Algebraic Geometry books
The 1st biography of Oscar Zariski - arguably one of many maximum mathematicians of the twentieth century. established principally on interviews with Zariski, his family members, and his colleagues, it incorporates a precis of a few of his pioneering paintings in addition to his own historical past which spans approximately eighty years and covers lots of the globe.
The invention of latest algorithms for facing polynomial equations, and their implementation on speedy, reasonably cheap pcs, has revolutionized algebraic geometry and ended in interesting new purposes within the box. This ebook info many makes use of of algebraic geometry and highlights fresh functions of Grobner bases and resultants.
Quantity 2: Schemes and intricate Manifolds, covers generalizations in diversified instructions of the affine and projective types that shape the cloth for the 1st quantity. Discusses the origins of algebraic geometry. Paper. DLC: Geometry - Algebraic.
Additional info for Mixed Automorphic Forms, Torus Bundles, and Jacobi Forms (Lecture Notes in Mathematics)