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Showing 1 to 3 of 3 for “"Meromorphic maps"”.
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Pullback of currents by meromorphic maps
… compact K\"ahler manifold and $f$ is a dominant meromorphic map. For holomorphic maps, a variational principle for smooth maps proves the existence of a measure which is invariant under $f$ and has maximal entropy (i.e. the entropy of the measure equals the topological entropy). The same question …
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Non-integrated Defect Relations for General Divisors
… defect relations. The first applies to meromorphic maps from a Kahler manifold, whose universal covering is a ball, into a projective variety that intersects general divisors properly. This is achieved by incorporating the beta constants into the defect relation. The second pertains to …
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Hilbert modular forms for the fields Q( 5), Q( 13) and Q( 17)
… link these areas. Elliptic modular functions are meromorphic maps from the upper half plane H into the Riemannsphere, which are invariant under the Moebiustransformations in SL(2, Z) and can be suitably extended to infinity. Hilbert replaced Z by the ring of integers of a totally real number field …