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#generalized_balanced_ternary

Generalized balanced ternary

Generalized balanced ternary is a generalization of the balanced ternary numeral system to represent points in a higher-dimensional space. It was first described in 1982 by Laurie Gibson and Dean Lucas. It has since been used for various applications, including geospatial and high-performance scientific computing.

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Generalized balanced ternary Balanced ternary Hexagonal Efficient Coordinate System Search tree Octant (solid geometry) Ternary search tree Non-standard positional numeral systems D-ary heap Numeral system Stanley sequence
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