Results 81 to 90 of about 570,641 (183)
Evaluation de variétés commerciales de ver à soie et de pratiques d'élevage dans les villages du Nord-Est de la Thaïlande [PDF]
Evaluation of Commercial Silkworm Varieties and Rearing Practices in Villages of North-Eastern Thailand. A silkworm evaluation programme of poly-into-bivoltine and bivoltine hybrid varieties has been undertaken during one year in traditional sericultural
Boedts, B.
doaj
Special Bohr–Sommerfeld Lagrangian submanifolds of algebraic varieties [PDF]
4 pages, in Russian.
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Specializations of Finitely Generated Subgroups of Abelian Varieties [PDF]
Given a generic Mordell-Weil group over a function field, we can specialize it down to a number field. It has been known for some time that the resulting homomorphism of groups is injective "infinitely often". We prove that this is in fact true "almost always", in a sense that is quantitatively nearly best possible.
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Puns in Alice in Wonderland and their equivalents in Macedonian
This paper explores the puns in Lewis Carroll’s Alice in Wonderland, with a special focus on their types, as well as their Macedonian equivalents. Its aim is to discover on which linguistic techniques the puns are based on, and to present the varieties ...
Sandra Ivanovska
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Orbifolds, special varieties and classification theory: an appendix [PDF]
For any compact Kähler manifold X and for any equivalence relation generated by a symmetric binary relation with compact analytic graph in X×X, the existence of a meromorphic quotient is known from Inv. Math. 63 (1981). We give here a simplified and detailed proof of the existence of such quotients, following the approach of that paper. These quotients
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GALOIS CONJUGATES OF SPECIAL POINTS AND SPECIAL SUBVARIETIES IN SHIMURA VARIETIES [PDF]
AbstractLet $S$ be a Shimura variety with reflex field $E$. We prove that the action of $\text{Gal}(\overline{\mathbb{Q}}/E)$ on $S$ maps special points to special points and special subvarieties to special subvarieties. Furthermore, the Galois conjugates of a special point all have the same complexity (as defined in the theory of unlikely ...
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The subregular variety to the variety of special lattices
Let \(k\) be the algebraic closure of a finite field of characteristic \(p\) and let \(\mathcal{O}\) be the \(k\)-points of the Witt vectors and \(K\) the fraction field of \(\mathcal{O}\). Let \(F=\mathcal{O}^n\subset K^n\) be the standard inclusion. A lattice \(L\) as usual will be a free \(\mathcal{O}\)-submodule of rank \(n\) of \(K^n\).
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Special subvarieties of Drinfeld modular varieties
We explore an analogue of the Andr\'e-Oort conjecture for subvarieties of Drinfeld modular varieties. The conjecture states that a subvariety $X$ of a Drinfeld modular variety contains a Zariski-dense set of complex multiplication (CM) points if and only
Breuer, Florian
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Blueberries are recognized worldwide as one of the most important healthy foods due to their anthocyanins, which have special antioxidant properties. They have become a highly produced and valuable fruit crop.
Liwei Chu +10 more
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Introduction to the Special Issue: Varieties of Housing Regime Approaches
József Hegedüs
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