7 lines
301 B
Plaintext
7 lines
301 B
Plaintext
Program used to generate colorings and the anti-Schur numbers for a
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given equation
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An anti-Schur number, denoted aS([n], k, [a], b), is defined as the smallest
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number of colors r such that every coloring of [n] if guaranteed to have a
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rainbow sum to the equations a_1x_1 + a_2x_2 + ... + a_kx_k = b.
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