A Dense Packing of Regular Tetrahedra
Elizabeth R. Chen
TL;DR
This paper presents a new dense packing arrangement of regular tetrahedra achieving a packing density greater than 0.7786, advancing understanding of how tetrahedra can fill space efficiently.
Contribution
The authors construct a novel dense packing of regular tetrahedra with a packing density exceeding previous known arrangements.
Findings
Achieved packing density > 0.7786
Demonstrated a new geometric packing configuration
Improved bounds on tetrahedral packing density
Abstract
We construct a dense packing of regular tetrahedra, with packing density .
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