Revision as of 10:09, 19 July 2025 edit Niklas Bäck (talk \| contribs) 11 edits Changed theto include n=14 circles in a circle as proved like in the main article which shows that it was proved in 2024 Tags: Visual edit Mobile edit Mobile web edit ← Previous edit		Latest revision as of 13:44, 19 July 2025 edit undo Niklas Bäck (talk \| contribs) 11 edits Changed numbers according to the main article Tag: Visual edit
Line 83: * [[Circle packing in a rectangle\|Packing circles in a '''rectangle''']] * [[Circle packing in an isosceles right triangle\|Packing circles in an '''isosceles right triangle''']] - good estimates are known for {{math\|''n'' < 300}}. * [[Circle packing in an equilateral triangle\|Packing circles in an '''equilateral triangle''']] - Optimal solutions are known for {{math\|''n'' <≤ 1315}}, and [[conjecture]]s are available for {{math\|''n'' <≤ 2834}}.<ref>{{Cite journal \| last1 = Melissen \| first1 = J. \| title = Packing 16, 17 or 18 circles in an equilateral triangle \| journal = Discrete Mathematics \| volume = 145 \| issue = 1–3 \| pages = 333–342 \| year = 1995 \| doi = 10.1016/0012-365X(95)90139-C\| url = https://research.utwente.nl/en/publications/packing-16-17-of-18-circles-in-an-equilateral-triangle(b2172f19-9654-4ff1-9af4-59da1b6bef3d).html \| doi-access = free }}</ref> {{Anchor\|Packing squares}}

Packing problems: Difference between revisions