198,523 research outputs found
Tapytoja Meda Norbutaitė : tapyba
No full textMeda Norbutaitė gimė 1969 m. Šiauliuose, trejus metus mokėsi sienų tapybos Kauno aukštesniojoje meno mokykloje (dabar – Kauno kolegijos justino Vienožinskio menų fakultetas). Vėliau studijavo Šiaulių universiteto Menų fakultete. Čia įgijo humanitarinių mokslų magistro laipsnį (dailėtyra, tapyba). Parodose dalyvauja nuo 1998 m. Nuo 1999 m. LDS narė. Rengia autorines parodas, dalyvauja grupinėse parodose Lietuvoje, Olandijoje, Čekijoje, Šveicarijoje, Norvegijoje, P. Korėjoje, Slovėnijoje, Lenkijoje, JAE ir kt. 2003 m. įteikta Swiss Baltic Net Graduate Award premija. Dėstė Šiaulių universiteto piešimo katedroje piešimą, o šiuo metu dėsto Vilniaus Gedimino technikos universiteto Fundamentinių mokslų fakulteto Grafinių sistemų katedroje bei Kazimiero Simonavičiaus universiteto Kūrybos visuomenės ir ekonomikos institute kompoziciją ir spalvotyrą
Atomic Decomposition of Hardy Type Spaces on Certain Noncompact Manifolds
No full textIn this paper we consider a complete connected noncompact Riemannian manifold M with bounded geometry and spectral gap. We prove that the Hardy type spaces X^k(M), introduced in a previous paper of the authors, have an atomic characterization. An atom in X^k(M) is an atom in the Hardy space H 1(M) introduced by Carbonaro, Mauceri, and Meda, satisfying an “infinite dimensional” cancellation condition. As an application, we prove that the Riesz transforms of even order 2k map X^k(M) into L^1(T^2k(M))
FISQED - Software per la catalogazione dei fonti storici di quaderni ed elaborati didattici
No full textIl software FISQED - regolarmente registrato all'interno del Registro pubblico per il software della SIAE - è utilizzato per la catalogazione, l'indicizzazione tematica e la descrizione sintetica di quaderni ed elaborati didattici, conservati all'interno dei fondi aderenti alla Rete documentaria nazionale FISQED, istituita nel 2006 dall'Istituto Nazionale di Documentazione per l'Innovazione e la Ricerca Educativa (oggi ANSAS) di Firenze. La Rete FISQED è stata istituita in seguito al censimento nazionale promosso nel 2004 dall'Osservatorio nazionale permanente sui fondi italiani di quaderni ed elaborati didattici, istituito quello stesso anno presso INDIRE su iniziativa di J. Meda e M. Trigari
Filippo Meda
No full textIl contributo ripercorre in maniera sintetica la vita e le opere di Filippo Meda, primo cattolico a ricoprire incarichi ministeriali nel Regno d'Italia, secondo una interpretazione del "non expedit" quale periodo "preparatorio" all'azione politica (ed economica) dei cattolici nel paese
Myrmilla (Pseudomutilla) meda Skorikov 1927
No full textMyrmilla (Pseudomutilla) meda Skorikov, 1927 Myrmilla (Pseudomutilla) meda: Lelej 1985: 108, ♀, ♂ (Azerbaijan); Aliev & Lelej 1999: 44, ♀ (Azerbaijan). Material examined. Azerbaijan: Agdash, Turianchay, 7.VIII.1994, HA, 1♂. Distribution . Azerbaijan, Iran (north), Russia (North Caucasus), Turkmenistan (south-west).Published as part of Lelej, Arkady S., Proshchalykin, Maxim Yu. & Maharramov, Mahir M., 2022, A review of the Mutillidae (Hymenoptera) of Azerbaijan, pp. 61-86 in Zootaxa 5155 (1) on page 69, DOI: 10.11646/zootaxa.5155.1.3, http://zenodo.org/record/666941
Sharp endpoint results for imaginary powers and Riesz transforms on certain noncompact manifolds
No full textWe consider a complete connected noncompact Riemannian manifold M with bounded geometry and spectral gap. We prove that the imaginary powers of the Laplacian and the Riesz transform are bounded from the Hardy space X^1(M), introduced in previous work of the authors, to L^1(M
Amino acid sequence alignment of <i>A. fumigatus</i> MedA putative NLSs 1–4 with other MedA homologues.
No full text<p>(A) Sequence alignment and motif prediction using PSORT II identified NLS1 sequence among orthologues of MedA. (B) Sequence alignment of the MedA minimal nuclear localization domain, MedA<sup>346–557</sup> with other MedA orthologues. The sequences representing the putative NLSs 2, 3, and 4 are boxed. The basic amino acids within the putative NLSs of <i>A. fumigatus</i> MedA and the corresponding amino acids in MedA orthologues are highlighted in gray. The presence of an asterisk or a colon below the basic amino acids indicates a fully or strongly conserved residue, respectively. Numbers indicate the amino acid position within the primary amino acid sequence of the protein. Af_MedA: <i>A. fumigatus</i> MedA (GenBank: EAL93620.1), An_MedA: <i>A. nidulans</i> MedA (GenBank: AAC31205.1), Nc_ACON-3: <i>N. crassa</i> ACON-3 (GenBank: ADL28820.1), Mg_Acr1: <i>M. grisea</i> Acr1 (GenBank: BAC41196.1), and Fo_Ren1: <i>F. oxysporum</i> Ren1 (GenBank: BAC55015.1).</p
A family of Hardy type spaces on nondoubling manifolds
No full textWe introduce a decreasing one-parameter family X γ(M) , γ> 0 , of Banach subspaces of the Hardy–Goldberg space h 1(M) on certain nondoubling Riemannian manifolds with bounded geometry, and we investigate their properties. In particular, we prove that X 1 / 2(M) agrees with the space of all functions in h 1(M) whose Riesz transform is in L 1(M) , and we obtain the surprising result that this space does not admit an atomic decomposition. </p
Estimates for functions of the Laplacian on manifolds with bounded geometry
No full textIn this paper we consider a complete connected noncompact Riemannian manifold M with Ricci curvature bounded from below and positive injectivity radius. Denote by C the Laplace-Beltrami operator on M and by D the operator root L - b, where b denotes the bottom of the spectrum of L. We assume that the kernel associated to the heat semigroup generated by L satisfies a mild decay condition at infinity. We prove that if m, is a bounded, even holomorphic function in a suitable strip of the complex plane, and satisfies Mihlin-Hormander type conditions of appropriate order at infinity, then the operator m(D) extends to an operator of weak type 1.
This partially extends a celebrated result of J. Cheeger, M. Gromov and A Taylor, who proved similar results under much stronger curvature assumptions on M, but without any assumption on the decay of the heat kernel
Maximal characterisation of local Hardy spaces on locally doubling manifolds
No full textWe prove a radial maximal function characterisation of the local atomic Hardy space h1(M) on a Riemannian manifold M with positive injectivity radius and Ricci curvature bounded from below. As a consequence, we show that an integrable function belongs to h1(M) if and only if either its local heat maximal function or its local Poisson maximal function is integrable. A key ingredient is a decomposition of Hölder cut-offs in terms of an appropriate class of approximations of the identity, which we obtain on arbitrary Ahlfors-regular metric measure spaces and generalises a previous result of A. Uchiyama
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