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- Gelfond's_constant abstract "In mathematics, Gelfond's constant, named after Aleksandr Gelfond, is eπ, that is, e to the power of π. Like both e and π, this constant is a transcendental number. This was first established by Gelfond and may now be considered as an application of the Gelfond–Schneider theorem, noting the fact thatwhere i is the imaginary unit. Since −i is algebraic but not rational, eπ is transcendental. The constant was mentioned in Hilbert's seventh problem. A related constant is , known as the Gelfond–Schneider constant. The related value π + eπ is also irrational.".
- Gelfond's_constant wikiPageExternalLink AlmostInteger.html.
- Gelfond's_constant wikiPageExternalLink GelfondsConstant.html.
- Gelfond's_constant wikiPageExternalLink Muntekim.htm.
- Gelfond's_constant wikiPageID "1984963".
- Gelfond's_constant wikiPageRevisionID "590556495".
- Gelfond's_constant hasPhotoCollection Gelfond's_constant.
- Gelfond's_constant subject Category:Mathematical_constants.
- Gelfond's_constant subject Category:Transcendental_numbers.
- Gelfond's_constant type Abstraction100002137.
- Gelfond's_constant type Cognition100023271.
- Gelfond's_constant type ComplexNumber113729428.
- Gelfond's_constant type Concept105835747.
- Gelfond's_constant type Constant105858936.
- Gelfond's_constant type Content105809192.
- Gelfond's_constant type DefiniteQuantity113576101.
- Gelfond's_constant type Idea105833840.
- Gelfond's_constant type IrrationalNumber113730584.
- Gelfond's_constant type MathematicalConstants.
- Gelfond's_constant type Measure100033615.
- Gelfond's_constant type Number113582013.
- Gelfond's_constant type PsychologicalFeature100023100.
- Gelfond's_constant type Quantity105855125.
- Gelfond's_constant type RealNumber113729902.
- Gelfond's_constant type TranscendentalNumber113730756.
- Gelfond's_constant type TranscendentalNumbers.
- Gelfond's_constant comment "In mathematics, Gelfond's constant, named after Aleksandr Gelfond, is eπ, that is, e to the power of π. Like both e and π, this constant is a transcendental number. This was first established by Gelfond and may now be considered as an application of the Gelfond–Schneider theorem, noting the fact thatwhere i is the imaginary unit. Since −i is algebraic but not rational, eπ is transcendental. The constant was mentioned in Hilbert's seventh problem.".
- Gelfond's_constant label "Constante de Gelfond".
- Gelfond's_constant label "Constante de Gelfond".
- Gelfond's_constant label "Constante de Gelfond".
- Gelfond's_constant label "Constante van Gelfond".
- Gelfond's_constant label "Costante di Gelfond".
- Gelfond's_constant label "E的π次方".
- Gelfond's_constant label "Gelfond's constant".
- Gelfond's_constant label "Постоянная Гельфонда".
- Gelfond's_constant label "ثابتة غيلفوند".
- Gelfond's_constant label "ゲルフォントの定数".
- Gelfond's_constant sameAs Constante_de_Gelfond.
- Gelfond's_constant sameAs Constante_de_Gelfond.
- Gelfond's_constant sameAs Costante_di_Gelfond.
- Gelfond's_constant sameAs ゲルフォントの定数.
- Gelfond's_constant sameAs Constante_van_Gelfond.
- Gelfond's_constant sameAs Constante_de_Gelfond.
- Gelfond's_constant sameAs m.06bzf9.
- Gelfond's_constant sameAs Q306375.
- Gelfond's_constant sameAs Q306375.
- Gelfond's_constant sameAs Gelfond's_constant.
- Gelfond's_constant wasDerivedFrom Gelfond's_constant?oldid=590556495.
- Gelfond's_constant isPrimaryTopicOf Gelfond's_constant.