The Continuum Hypothesis H. Vic Dannon September 2007
... Gauge Institute Journal, Volume 4, No 1, February 2008, ...
... Gauge Institute Journal, Volume 4, No 1, February 2008, ...
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New Integer Sequences Arising From 3
... formed obtuse angles (going from left to right) then the new triangles get closer and closer to equilateral triangles. That is, the smallest angle on this tape approaches π3 (see [10]). Section 2 describes how to construct a regular convex polygon from suitably folded tape. In Section 3 we introduce ...
... formed obtuse angles (going from left to right) then the new triangles get closer and closer to equilateral triangles. That is, the smallest angle on this tape approaches π3 (see [10]). Section 2 describes how to construct a regular convex polygon from suitably folded tape. In Section 3 we introduce ...
Numeration 2016 - Katedra matematiky
... Theorem 2 (B. – Huszti – Pethő [8]). Let γ be an algebraic integer and Cγ be set of all CNS bases for Z[γ]. Then there exist finite effectively computable disjoint subsets F0 (γ), F1 (γ) ⊂ Cγ with the properties: (i) For every α ∈ Cγ there exists some n ∈ N0 with α + n ∈ F0 (γ) ∪ F1 (γ). (ii) F1 (γ) ...
... Theorem 2 (B. – Huszti – Pethő [8]). Let γ be an algebraic integer and Cγ be set of all CNS bases for Z[γ]. Then there exist finite effectively computable disjoint subsets F0 (γ), F1 (γ) ⊂ Cγ with the properties: (i) For every α ∈ Cγ there exists some n ∈ N0 with α + n ∈ F0 (γ) ∪ F1 (γ). (ii) F1 (γ) ...
