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This work examines perfect codes in the context of the Lee metric and their implications on packing polyominoes.

Perfect Codes in the Lee Metric and the Packing of Polyominoes

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This work examines perfect codes in the context of the Lee metric and their implications on packing polyominoes.
Analyzed the properties of perfect codes related to the Lee metric.
Investigated the packing strategies for polyominoes in conjunction with error-correcting codes.
Applied mathematical models and theoretical frameworks to explore optimal packing arrangements.
Identified new packing configurations for polyominoes using perfect codes.
Demonstrated enhanced error-correcting capabilities through innovative code constructions.
Provided theoretical bounds on the efficiency of packing in specific configurations.

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Randomized trial evaluates perfect codes in Lee metric for packing polyominoes, highlighting new error-correcting schemes.

Golomb et al. (1970) studied this question.

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