How to use unboundedness in a sentence? Find typical usage patterns (collocations)/phrases/context for "unboundedness" and check conjugation/comparative form for "unboundedness". Mastering all the usages of "unboundedness" from sentence examples published by news publications.
My breath hitches, not from the smell of manure but just from a sort of vertigo as I come to terms with the vast unboundedness.
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One reason that the first "Lego" movie worked as well as it did is that its novelty and trippier moments conveyed a sense of play and unboundedness, which is part of the appeal of Legos themselves.
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23 (2006) 1395-1428.Unboundedness of Triad -- Like Operators in Loop Quantum Gravity, Johannes Brunnemann, Thomas Thiemann, Class. Quantum Grav. 23 (2006) 1429-1484.
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470f Peeters Publishers, 1996. to the four pairs. For example, in the context of the New Kingdom, Karenga (2004) uses "fluidity" (for "flood, waters"), "darkness", "unboundedness", and "invisibility" (for "repose, inactivity").Maulana Karenga (2004) - Maat, the Moral Ideal in Ancient Egypt: A Study in Classical African Ethics - p.
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Though this was one of the first interpretations of the formal semantics, it has recently come under criticism.See, e.g., One other principle that is often (at least traditionally) accepted as a deontic principle is D, \Box\phi\to\Diamond\phi, which corresponds to the seriality (or extendability or unboundedness) of the accessibility relation. It is an embodiment of the Kantian idea that "ought implies can".
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This aspectual unboundedness requires the partitive object, and has the effect of concealing the quantity of the object. This shows that aspect is stronger than quantity in conditioning the partitive. In 15b) and 15c), "to shoot" in Finnish is an intrinsically neither bound nor unbound verb since the shooting can cause the three different results of the target being killed or only wounded or not being hit. (In English, "to shoot" with a direct object has the first two senses and requires additions such as "dead" or "and killed" to not be ambivalent, and the third sense is only possible by adding the preposition "at".) "To kill" would be an intrinsically bound verb, where the consequence is someone/something being dead.
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In 1962, Paul Erdős and Lajos Pósa proved that for every positive integer k there exists a positive integer k' such that for every graph G, either (i) G has k vertex-disjoint (long and/or even) cycles or (ii) there exists a subset X of less than k' vertices of G such that G \ X has no (long and/or even) cycles. This result, known today as the Erdős–Pósa theorem, cannot be extended to odd cycles. In fact, in 1987 Dejter and Víctor Neumann-LaraDejter I. J.; Neumann-Lara V. "Unboundedness for odd cyclic transversality", Coll. Math. Soc. J. Bolyai, 52 (1987), 195–203 showed that given an integer k > 0, there exists a graph G not possessing disjoint odd cycles such that the number of vertices of G whose removal destroys all odd cycles of G is higher than k.
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