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Schinzel's hypothesis H

In mathematics, Schinzel's hypothesis H is one of the most famous open problems in the topic of number theory. It is a very broad generalization of widely open conjectures such as the twin prime conjecture. The hypothesis is named after Andrzej Schinzel.

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Extension to include the Goldbach conjecture

An analogue that fails

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Schinzel's hypothesis H

Nodes38
Edges37
Triples13
Avg. degree1.95
Density0.052632
Components1

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Schinzel's hypothesis H

Top relations

related to Previous results · 11
Schinzel's hypothesis H → Almost, Chen's, Dirichlet's, In, Iwaniec, Schinzel's, Schinzel's Hypothesis, Skorobogatov, Sofos, The, We

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Important terminology

hypothesis prime displaystyle conjecture one polynomials divisor condition schinzel's many fixed values polynomial number conjectures irreducible finite infinitely theory open

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
the twin prime conjectureinstance ofIt is a very broad generalization of widely open conjectures0.80text
f 1instance ofThe second condition is satisfied by sets0.80text
Schinzel's hypothesis Hrelated to Previous resultsThe0.60section
Schinzel's hypothesis Hrelated to Previous resultsDirichlet's0.60section
Schinzel's hypothesis Hrelated to Previous resultsIn0.60section
Schinzel's hypothesis Hrelated to Previous resultsSchinzel's Hypothesis0.60section
Schinzel's hypothesis Hrelated to Previous resultsWe0.60section
Schinzel's hypothesis Hrelated to Previous resultsAlmost0.60section
Schinzel's hypothesis Hrelated to Previous resultsChen's0.60section
Schinzel's hypothesis Hrelated to Previous resultsIwaniec0.60section
Schinzel's hypothesis Hrelated to Previous resultsSkorobogatov0.60section
Schinzel's hypothesis Hrelated to Previous resultsSofos0.60section

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