furstenberg
gapt.examples.prime.furstenberg
case class furstenberg(k: Int) extends PrimeDefinitions
Furstenberg's topological proof of the infinitude of primes.
furstenberg(k) proves that there are more than k primes.
Attributes
- Source
- furstenberg.scala
- Graph
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- Supertypes
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trait Serializabletrait Producttrait Equalstrait PrimeDefinitionsclass TacticsProofclass TacticsProof0class Objecttrait Matchableclass AnyShow all
- Known subtypes
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object furstenberg3.type
Members list
Value members
Concrete methods
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Proof of x ∈ S[n] :- ∃y ( y ∈ P[n] ∧ x ∈ ν(0,y) )
Inherited methods
Attributes
- Inherited from:
- TacticsProof
- Source
- TacticsProof.scala
Attributes
- Inherited from:
- Product
Attributes
- Inherited from:
- Product
Concrete fields
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
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- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Attributes
- Source
- furstenberg.scala
Implicits
Inherited implicits
Attributes
- Inherited from:
- TacticsProof0
- Source
- TacticsProof.scala
Attributes
- Inherited from:
- PrimeDefinitions
- Source
- PrimeDefinitions.scala
In this article