TECH-MUSINGS

Thoughts On Algorithms, Geometry etc...

Wednesday, May 14, 2025

One more non congruent tiling thought

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Question: Is there any set of polygons that have the same angle set with each member individually incapable of tiling the plane but togeth...
Friday, April 11, 2025

Packing - some more thoughts

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1. Which convex hexagon is worst for packing (ie leaves largest fraction of plane open)? 2. it has been conjectured that the regular heptag...
Tuesday, March 18, 2025

Stretching Fair Partitions - 2

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We add another very speculative claim to those in the last post . "If a convex planar region C has the property for any positive inte...
Monday, March 10, 2025

Stretching the Fair Partition question

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Can one make claims of the following type? "If some convex region C allows partition into n convex pieces all of equal area, perimeter...
Wednesday, February 19, 2025

Smallest quadrilateral containing a set of points

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I am not sure how to find the least area/ least perimeter triangles that contain a set of points on the plane. The guess for both would be t...
Saturday, February 08, 2025

Non-congruent Tilings - 22

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Some more tiling questions occured recently. Simply recording them. Hopefully they don't feature in earlier episodes of this series, the...
Friday, January 10, 2025

Multiple levels of 'hiding' a convex region with copies

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This is based on this post at mathoverflow: The basic question was how to 'hide' a unit cube which is a source of light with opaq...
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