Results 11 to 20 of about 71 (54)
, 1998 The aim of this research was examination of vitality of beech Fagus sylvatica L. in the mountain beech forest habitat, as well as vitality of individuals of spruce Picea abies Karst.
Pavlović, Pavle +6 more
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, 1997 In order to comprehend the link between the litter decomposition process and the formation of humus on the one hand, and the complex processes of transformation and disintegration of organic matter on the other, the time and space dynamics of humus ...
Pavlović, Pavle +3 more
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Descriptive set-theoretic aspects of closed sets of uniqueness in the non-abelian setting
, 2022 We study the family of closed sets of (extended) uniqueness of a locally compact group G which is not necessarily abelian. We prove some preservation properties concerning this family of sets as well as their operator-theoretic counterpart, locate their ...
Paulos, Joao Pedro, +2 more
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, 1999 Both the total phenols and phenolic acids (PA) were analyzed in the litter and soil of the mixed Quercus robur-Fraxinus angustifolia forest with the autumnal truffle (Tuber macrosporum Vitt.).
Milenković, Miroljub +3 more
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ANALYTIC EQUIVALENCE RELATIONS SATISFYING HYPERARITHMETIC-IS-RECURSIVE
Forum of Mathematics, Sigma, 2015 We prove, in $\text{ZF}+\boldsymbol{{\it\Sigma}}_{2}^{1}$-determinacy, that, for any analytic equivalence relation $E$, the following three statements are equivalent: (1) $E$ does not have perfectly many classes, (2) $E$ satisfies hyperarithmetic-is ...
ANTONIO MONTALBÁN
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A dichotomy of sets via typical differentiability
Forum of Mathematics, Sigma, 2020 We obtain a criterion for an analytic subset of a Euclidean space to contain points of differentiability of a typical Lipschitz function: namely, that it cannot be covered by countably many sets, each of which is closed and purely unrectifiable (has a ...
Michael Dymond, Olga Maleva
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CONTINUITY OF UNIVERSALLY MEASURABLE HOMOMORPHISMS
Forum of Mathematics, Pi, 2019 Answering a longstanding problem originating in Christensen’s seminal work on Haar null sets [Math. Scand. 28 (1971), 124–128; Israel J. Math. 13 (1972), 255–260; Topology and Borel Structure.
CHRISTIAN ROSENDAL
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Hyperfiniteness of boundary actions of acylindrically hyperbolic groups
Forum of Mathematics, SigmaWe prove that, for any countable acylindrically hyperbolic group G, there exists a generating set S of G such that the corresponding Cayley graph $\Gamma (G,S)$ is hyperbolic, $|\partial \Gamma (G,S)|>2$ , the natural action of G on ...
Koichi Oyakawa
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A model of the Axiom of Determinacy in which every set of reals is universally Baire
Forum of Mathematics, SigmaThe consistency of the theory $\mathsf {ZF} + \mathsf {AD}_{\mathbb {R}} + {}$ ‘every set of reals is universally Baire’ is proved relative to $\mathsf {ZFC} + {}$ ‘there is a cardinal that is a limit of Woodin cardinals and of strong ...
Paul B. Larson +2 more
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KŐNIG’S LINE COLORING AND VIZING’S THEOREMS FOR GRAPHINGS
Forum of Mathematics, Sigma, 2016 The classical theorem of Vizing states that every graph of maximum degree $d$ admits an edge coloring with at most
ENDRE CSÓKA +2 more
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