Twin Prime Conjecture

abstract · Philosophy · Level 4 · E3

Each concept here is mapped to its prerequisites — the ideas you'd need first to understand it — all the way down to four foundations: Space, Time, Energy, Pattern. Click any prerequisite to drill down, or scroll for the chain graph.

Trace. Question. Emerge.

Emergence definition

The twin prime conjecture emerges from Leopold's conjecture, which reveals patterns governing transformations, and the existence of infinitely many twin primes, which is a fundamental aspect of number theory.

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Wiktionary senses

External reference — all senses of the word “twin prime conjecture” on Wiktionary. This atlas concept maps to only the slice of meaning relevant to the prerequisite graph.

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Source: Wiktionary — “twin prime conjecture”. Content available under CC BY-SA 4.0.

Historical origin

Origin word: twin prime conjecture
Origin language: English

Prerequisite chain

Possible path of this concept down to the fundamental substrate.

Neighborhood

Direct prerequisites above, concepts that depend on this one below.

In other languages

Primzahlzwillingsvermutung German primary
twin prime conjecture English primary
conjetura de los números primos gemelos Spanish primary
conjecture des nombres premiers jumeaux French primary
congettura dei numeri primi gemelli it primary
쌍둥이 소수 추측 ko primary
conjectura dos primos gémeos pt primary
孪生素数猜想 zh primary

Prerequisites

What you need to understand first.

Existence L1 (requires)

Conjecture about the existence of infinitely many twin primes.
Leopoldts Conjecture L3 (requires)

leopoldts conjecture is a core concept needed to understand twin prime conjecture

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