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Detailed description (please be as specific as possible): TreeSet.equals() (plus TreeMap.equals(), I'm guessing) throws a ClassCastException when checking for the presence of an incomparable element from the other set.
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Asveld, P.R.J. (1978) Incomparable Elements in Algebraic Lattices with an Application to AFL-theory. Memorandum 202, Department of Applied Mathematics, ...
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1) all maximal sets of incomparable elements in Se − eSe are finite; ... incomparable elements in Se which is impossible by the condition. 3) ⇒ 2). ...
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In this article we study the number of incomparable elements in countable epimorphism skeletons of discriminator varieties. In particular, we prove that the ...
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Then j lies in an element of p or p has incomparable elements, and y lies in an element of p or p has incomparable elements. If any two elements of p are ...
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We prove that the number of chains whose transtitive closure is a given partial ordering is the largest number of elements in any set of incomparable covers ...
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Finally, it is conceivable that two arrays containing mismatched data types will still compare with the < and > operators. In the case shown here, we get a result before we stumble across the incomparable elements:
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(mutually incomparable elements) of P. We denote the set of all optimal linear extensions of P by O.P/. M. Chein and M. Habib [1] introduced several aspects of jump number. H.C. Jung [2] studied jump number of some classical posets, Young’s Lattice and Subspace Lattice.
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. Definition 3.5. An infinite linear order L with first and last elements (0 and 1, ... b 2 P, or a is incomparable with almost all b 2 P (where “almost all” means for all but finitely many). It was shown in [7] (extending work from [6]) that every infinite computable weakly stable partial ordering has either an...
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