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Quasialgebraic Functions

We introduce and discuss a new class of (multivalued analytic) transcendental functions which still share with algebraic functions the property that the number of their isolated zeros can be explicitly counted. On the other hand, this class is sufficiently rich to include all periods (integral of rational forms over algebraic cycles).

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Co-authorshipCo-authorshipCo-authorshipAuthorshipAuthorshipAuthorshipTopic signalTopic signalTopic signalTopic signalWQuasialgebraic Functionspreprint / 2011AGal BinyaminiResearcherADmitry NovikovResearcherASergei YakovenkoResearcherTmath.DS4970 worksTmath.AG5393 worksTmath.CA2494 worksTmath.CV2062 works
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Quasialgebraic Functions

preprint / 2011

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