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- Fabry_gap_theorem abstract "In mathematics, the Fabry gap theorem is a result about the analytic continuation of complex power series whose non-zero terms are of orders that have a certain "gap" between them. Such a power series is "badly behaved" in the sense that it cannot be extended to be an analytic function anywhere on the boundary of its disc of convergence. The theorem may be deduced from the first main theorem of Turán's method.".
- Fabry_gap_theorem wikiPageExternalLink 1990169.
- Fabry_gap_theorem wikiPageID "39697327".
- Fabry_gap_theorem wikiPageRevisionID "606585087".
- Fabry_gap_theorem subject Category:Mathematical_series.
- Fabry_gap_theorem subject Category:Theorems_in_complex_analysis.
- Fabry_gap_theorem comment "In mathematics, the Fabry gap theorem is a result about the analytic continuation of complex power series whose non-zero terms are of orders that have a certain "gap" between them. Such a power series is "badly behaved" in the sense that it cannot be extended to be an analytic function anywhere on the boundary of its disc of convergence. The theorem may be deduced from the first main theorem of Turán's method.".
- Fabry_gap_theorem label "Fabry gap theorem".
- Fabry_gap_theorem sameAs m.0w1fnf0.
- Fabry_gap_theorem sameAs Q17011576.
- Fabry_gap_theorem sameAs Q17011576.
- Fabry_gap_theorem wasDerivedFrom Fabry_gap_theorem?oldid=606585087.
- Fabry_gap_theorem isPrimaryTopicOf Fabry_gap_theorem.