Results 11 to 20 of about 1,318 (281)
Proof of a conjecture of Galvin
Forum of Mathematics, Pi, 2020 We prove that if the set of unordered pairs of real numbers is coloured by finitely many colours, there is a set of reals homeomorphic to the rationals whose pairs have at most two colours.
Dilip Raghavan, Stevo Todorcevic
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Violating the singular cardinals hypothesis without large cardinals [PDF]
Israel Journal of Mathematics, 2012 18 pages, to appear in Israel Journal of ...
Gitik, Moti, Koepke, Peter
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St.Peter's Basilica-of-Pilgrimage in Catholic-World A-forum of art-and-artists
Journal of Architecture, Art & Humanistic Science, 2022 Studying history of the Christian-Church, we study the subject of the kingdom of God on earth, the rise of this kingdom and its expansion for the sake of the glory of God and the salvation of mankind, also examine how the history of the church has great ...
Rasha Abdel Moneim, Hany Mohamed Sabry
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Large cardinals and their effect on the continuum function on regular cardinals
Acta Universitatis Carolinae: Philosophica et Historica, 2016 In this survey paper, we will summarise some of the more and less known results on the generalisation of the Easton theorem in the context of large cardinals. In particular, we will consider inaccessible, Mahlo, weakly compact, Ramsey, measurable, strong,
Radek Honzík
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THE INVENTORY OF THE WOOD SPECIES FROM CENTRAL PARK OF THE GHERLA TOWN
Agricultura, 2011 Also known as "The Little Schönbrun" the city’s park is designed in English style and was inaugurated in 1864 spreading on about 18 ha. The main alleys are oriented towards the cardinals and inter-cardinals making a regular wind rose.
Rodica Varban +2 more
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Le Sacré Collège en villégiature : le palais d’un cardinal au temps de la papauté avignonnaise
In Situ, 2005 During the Avignon papacy, Villeneuve-lès-Avignon was a place of summer retreat for the cardinals. Today, the town still has some vestiges of the palaces of several members of the Holy College.
Bernard Sournia, Jean-Louis Vayssettes
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TAMENESS FROM LARGE CARDINAL AXIOMS [PDF]
The Journal of Symbolic Logic, 2014 AbstractWe show that Shelah’s Eventual Categoricity Conjecture for successors follows from the existence of class many strongly compact cardinals. This is the first time the consistency of this conjecture has been proven. We do so by showing that every AEC withLS(K) below a strongly compact cardinalκis <κ-tame and applying the categoricity transfer ...
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FREE GROUPS AND AUTOMORPHISM GROUPS OF INFINITE STRUCTURES
Forum of Mathematics, Sigma, 2014 Given a cardinal $\lambda $ with $\lambda =\lambda ^{\aleph _0}$
PHILIPP LÜCKE, SAHARON SHELAH
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Crop Diversification Leads to Diverse Bird Problems in Hawaiian Agriculture
Human-Wildlife Interactions, 2017 Over the last 20 years, Hawaii’s agriculture has shifted from a focus on sugar cane (Saccharum officinarum) and pineapples (Ananas comosus) produced on large farms to a diverse array of products produced on a multitude of smaller farms.
Marni E. Koopman, William C. Pitt
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On lifting of embeddings between transitive models of set theory
Acta Universitatis Carolinae: Philosophica et HistoricaSuppose M and N are transitive models of set theory, P is a forcing notion in M and G is P-generic over M. An elementary embedding j : (M, ∈) → (N, ∈) lifts to M[G] if there is j+ : (M[G], G, ∈) → (N[j+(G)], j+(G), ∈) such that j+ restricted to M is ...
Radek Honzík
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