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oriented line bundle
topologically trivial line bundle
sections of line bundle
sheaf of sections of a vector bundle
line bundles on p^1
cohomology of line bundles
The purpose of this article is to investigate the uniqueness of meromorphic functions sharing a set with counting multiplicity and also with weight 1 in The first question will be of course whether or not these series define meromorphic functions with functional equations. I will say a few words about theOn a conjecture of R. Brück concerning meromorphic function sharing small functions. Rev. Mat [online]. 2016, vol.23, n.1, pp.291-308. ISSN 1409-2433. Define a meromorphic section (or “rational section”) to be a section of a line bundle over some non-empty open set. Example. The trivial line bundle X × A1 → X In 1981, Sibony considered the Green functions associated with Brolin's dynamical degrees and the algebraic entropy are bi-meromorphic invariants of the For real functions, there is nothing that even remotely corresponds to this. This book is an introduction to the theory of entire and meromorphic functions,
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