Ordered sets with small width and large
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Weixuan Li; James H. Schmerl
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Article
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1986
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Springer Netherlands
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English
β 89 KB
The following result is proved in this note: For any positive integers w and t, if an ordered set P has jump number at least (t + 1) w -', then either the width of P is moYe than w, or P has a tower, i.e., a linear sum of pairs of noncomparable elements, of height more than t. AhfS (MOS) subject cla