Main Topic Lens: Credit for the Mathematics shown in this video goes to Erich Friedman and David Ellsworth, whose work you can find here! In this video, I'll be talking about the 2D knapsack problem, which is an extension on the classic knapsack problem.

Polygon Packing - Use Case Context

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Use Case Context

In this video, I'll be talking about the 2D knapsack problem, which is an extension on the classic knapsack problem. Credit for the Mathematics shown in this video goes to Erich Friedman and David Ellsworth, whose work you can find here!

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Quick reference points

  • Credit for the Mathematics shown in this video goes to Erich Friedman and David Ellsworth, whose work you can find here!
  • In this video, I'll be talking about the 2D knapsack problem, which is an extension on the classic knapsack problem.

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Visual Search References

The Insane World of Polygon Packings
Polygon packing
Square packing is weird.
Polygon packing
Mikkel Abrahamsen: Online Sorting and Translational Packing of Convex Polygons
Packing Squares Inside The Smallest Square Possible
⚡ Box Packing is Hard - Keegan R
How to Optimally Pack a Container | 2D Knapsack
Packing irregular polygons with holes
Episode 11 – Final model design (ORIGAMI Polygon Packing method - box pleating)
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The Insane World of Polygon Packings

The Insane World of Polygon Packings

Let me show you some surprising things about how squares and other

Polygon packing

Polygon packing

Read more details and related context about Polygon packing.

Square packing is weird.

Square packing is weird.

The most efficient way to pack squares into squares is... asymmetric. To say the least. ...

Polygon packing

Polygon packing

Read more details and related context about Polygon packing.

Mikkel Abrahamsen: Online Sorting and Translational Packing of Convex Polygons

Mikkel Abrahamsen: Online Sorting and Translational Packing of Convex Polygons

Read more details and related context about Mikkel Abrahamsen: Online Sorting and Translational Packing of Convex Polygons.

Packing Squares Inside The Smallest Square Possible

Packing Squares Inside The Smallest Square Possible

Credit for the Mathematics shown in this video goes to Erich Friedman and David Ellsworth, whose work you can find here!

⚡ Box Packing is Hard - Keegan R

⚡ Box Packing is Hard - Keegan R

A seemingly simple talk about trying to put boxes in boxes. What could go wrong? No prizes for guessing, but quite a lot actually.

How to Optimally Pack a Container | 2D Knapsack

How to Optimally Pack a Container | 2D Knapsack

In this video, I'll be talking about the 2D knapsack problem, which is an extension on the classic knapsack problem. I start by ...

Packing irregular polygons with holes

Packing irregular polygons with holes

Read more details and related context about Packing irregular polygons with holes.

Episode 11 – Final model design (ORIGAMI Polygon Packing method - box pleating)

Episode 11 – Final model design (ORIGAMI Polygon Packing method - box pleating)

Read more details and related context about Episode 11 – Final model design (ORIGAMI Polygon Packing method - box pleating).