
Compression and Geometric Data
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The paper presents theoretical and applied aspects to linear binary sequential strings for compression of geometric data. Both random and non-random sequential binary strings are used to compress using an algorithmic complexity program that will compress both random and non-random data strings to compression levels beyond existing norms.
The paper presents theoretical and applied aspects to linear binary sequential strings for compression of geometric data. Both random and non-random sequential binary strings are used to compress using an algorithmic complexity program that will compress both random and non-random data strings to compression levels beyond existing norms.
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