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gptkbp:instanceOf
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gptkb:mathematical_concept
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gptkbp:category
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gptkb:Combinatorial_geometry
Unsolved problems in mathematics
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gptkbp:describes
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Maximum number of non-overlapping unit spheres that can touch another unit sphere
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gptkbp:dimension_1_solution
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2
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gptkbp:dimension_2_solution
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6
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gptkbp:dimension_2_solution_year
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Ancient times
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gptkbp:dimension_24_solution
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196560
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gptkbp:dimension_24_solution_year
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2016
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gptkbp:dimension_3_solution
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12
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gptkbp:dimension_3_solution_year
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1953
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gptkbp:dimension_4_solution
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24
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gptkbp:dimension_4_solution_year
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1979
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gptkbp:dimension_8_solution
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240
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gptkbp:dimension_8_solution_year
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2016
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gptkbp:field
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gptkb:geometry
Discrete mathematics
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gptkbp:notable_solution_by
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gptkb:Bartel_Leendert_van_der_Waerden
gptkb:Terence_Tao
gptkb:Kurt_Schütte
gptkb:Maryna_Viazovska
gptkb:Henry_Cohn
gptkb:Stephen_D._Miller
Abhinav Kumar
Daniel Radchenko
Danylo Radchenko
Oleg Musin
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gptkbp:open_in
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Most dimensions higher than 4, except 8 and 24
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gptkbp:origin
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gptkb:Isaac_Newton
gptkb:David_Gregory
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gptkbp:related_conjecture
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Sphere packing conjecture
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gptkbp:relatedTo
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gptkb:E8_lattice
gptkb:Leech_lattice
Coding theory
Lattice theory
Sphere packing
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gptkbp:year_of_origin
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1694
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gptkbp:bfsParent
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gptkb:Discrete_geometry
gptkb:Kissing_circle_theorem
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gptkbp:bfsLayer
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8
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https://www.w3.org/2000/01/rdf-schema#label
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Kissing number problem
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