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Lectures on the Arithmetic Riemann-Roch Theorem. (AM-127), Volume 127
Volume 127 in the series
Annals of Mathematics Studies
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1992
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 118
- Keywords: Theorem; Asymptotic expansion; Riemann–Roch theorem; Summation; Analytic torsion; Eigenvalues and eigenvectors; Riemannian manifold; K-group; Stochastic calculus; Vector bundle; Mathematical induction; Heat kernel; E6 (mathematics); Pullback (differential geometry); Cohomology; Differential form; Neighbourhood (mathematics); Pullback (category theory); Supertrace; Linear algebra; Algebraic geometry; Asymptote; Sobolev space; Exponential function; Determinant; Projective space; Volume form; Intersection theory; Self-adjoint operator; Dimension (vector space); Asymptotic formula; Closed immersion; Chern class; Cartesian coordinate system; Arakelov theory; Alexander Grothendieck; Differentiable manifold; Commutator; Levi-Civita connection; Chow group; Big O notation; Covariant derivative; Codimension; Upper half-plane; Derivative; Domain of a function; Dual basis; Curvature; Characteristic class; Exact sequence; Generic point; Injective function; Divisor; Line bundle; Smoothness; Natural number; Embedding; Transition function; Addition; Pullback; Morphism; Combination; Diagonal; Coherent sheaf; Endomorphism; Parameter; Adjoint; Computation; Local coordinates
eBook
- Published: March 2, 2016
- ISBN: 9781400882472
