Search results for "Gari"

showing 10 items of 716 documents

Uz nestriktās loģikas balstīta lēmumu pieņemšanas sistēma nodokļu samaksas termiņa pagarinājuma pieteikumu novērtēšanai

2018

Darbs ir veltīts nestriktām secinājumu sistēmām un to lietojumiem ekonomiskā rakstura uzdevumu risināšanai. Bakalaura darbā tika izveidota un aprobēta uz nestriktās loģikas balstītā lēmumu pieņemšanas sistēma nodokļu samaksas termiņa pagarinājuma pieteikumu novērtēšanai. Darba gaitā tika veikta datu analīze, definēta sistēmas hierarhiskā struktūra un uzdota kārtulu bāze. Uzbūvētais modelis ļaus optimizēt Valsts ieņēmumu dienesta nodokļu samaksas termiņa pagarinājumu piešķiršanas procesu, paaugstinot pareizā lēmuma pieņemšanas precizitāti un paātrinot iesnieguma izskatīšanas procesu.

nodokļu samaksas termiņa pagarinājumsdiskretizācijas algoritmsNestriktā loģikaMatemātikauz nestriktās loģikas balstīta lēmumu pieņemšanas sistēma
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La Nuit Européenne des Chercheur(e)s 2021 à Dijon, 24 septembre, Ateliers en presentiel et virtuel

2021

nuit européenne des chercheurs[SHS] Humanities and Social Sciencesvulgarisation
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La vulgarisation des sciences, espace critique du scientisme

2008

Traduction en Espagnol : La vulgarizacion de las ciencias, espacio de critica del cientificismo. In Tecno logicas, 2008. 20 (pp 179-213), Medellin (Colombia) : ITM

objets médiatiques-populairescritique de science[SHS.INFO]Humanities and Social Sciences/Library and information sciencesvulgarisation des sciencesscientisme[ SHS.INFO ] Humanities and Social Sciences/Library and information sciences[SHS.INFO] Humanities and Social Sciences/Library and information sciences
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Kísérlet egy összehasonlító vizsgálatra : a nyelvi tájkép dél-szlovákiai, székelyföldi és kárpátaljai falvakban

2017

A tanulmany hat falu nyelvi tajkepenek altalanos jellemzeset adja, es az eredmenyeket osszehasonlitja egyreszt egymassal, masreszt korabbi, az altalanos nyelvi helyzetet osszefoglalo munkakkal. Egy-egy olyan del-szlovakiai, szekelyfoldi es karpataljai falu kerul bemutatasra, ahol a telepulesen beluli szobeli kommunikacio nyelve egyontetűen a magyar, illetve egy-egy olyan falu, melyet szobeli ketnyelvűseg jellemez. A tanulmany masodik resze a felirattipusokat, ezek ketnyelvűseget elemzi. Vegul osszehasonlitjuk az eredmenyeket azzal az altalanos keppel, amit egyeb szociolingvisztikai kutatasok alapjan alkothatunk az adott regiokban elő magyarok nyelvhasznalatarol. Kulcsszavak: nyelvi tajkep, …

official languagelanguage useHungarian Languageta6121bilingualismsosiolingvistiikkaPolitical sciencekielenkäyttökaksikielisyysPharmacology (medical)Official languageNeuroscience of multilingualismHumanitiesSociolinguisticskielimaisemalinguistic landscapeLinguistic landscapeviralliset kieletsociolinguisticsRegio. Kisebbség Kultúra Politika Társadalom
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Factitial pemphigus-like lesions

2007

The maxillofacial region is rarely subjected to self-inflicted conditions such as factitious disease. Nasal ulceration, facial emphysema, periorbital ecchymosis, mandibular subluxation, gingival and mucosal ulceration, dental and salivary gland pain and glossopharyngeal neuralgia have been reported as possible manifestations of factitious disease. We report a case of a young woman who presented with unilateral bullous and ulcerative oral and erythematous facial lesions that were initially diagnosed as pemphigus vulgaris but was later determined to be secondary to self-inflicted injuries. To the best of the authors? knowledge, this clinical scenario has not been previously reported in the co…

oralstomatognathic diseasespemphigus vulgarisUNESCO::CIENCIAS MÉDICASBullous:CIENCIAS MÉDICAS [UNESCO]erythematousfacialfactitious disease
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The Calderón problem for the fractional wave equation: Uniqueness and optimal stability

2021

We study an inverse problem for the fractional wave equation with a potential by the measurement taking on arbitrary subsets of the exterior in the space-time domain. We are interested in the issues of uniqueness and stability estimate in the determination of the potential by the exterior Dirichlet-to-Neumann map. The main tools are the qualitative and quantitative unique continuation properties for the fractional Laplacian. For the stability, we also prove that the log type stability estimate is optimal. The log type estimate shows the striking difference between the inverse problems for the fractional and classical wave equations in the stability issue. The results hold for any spatial di…

osittaisdifferentiaaliyhtälötApplied MathematicsnonlocalCalder´on problemfractional wave equationinversio-ongelmatComputational MathematicsperidynamicMathematics - Analysis of PDEslogarithmic stabilityFOS: Mathematicsstrong uniquenessfractional LaplacianRunge approximationAnalysisAnalysis of PDEs (math.AP)
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The Calderón problem for the fractional Schrödinger equation with drift

2020

We investigate the Calder\'on problem for the fractional Schr\"odinger equation with drift, proving that the unknown drift and potential in a bounded domain can be determined simultaneously and uniquely by an infinite number of exterior measurements. In particular, in contrast to its local analogue, this nonlocal problem does \emph{not} enjoy a gauge invariance. The uniqueness result is complemented by an associated logarithmic stability estimate under suitable apriori assumptions. Also uniqueness under finitely many \emph{generic} measurements is discussed. Here the genericity is obtained through \emph{singularity theory} which might also be interesting in the context of hybrid inverse pro…

osittaisdifferentiaaliyhtälötLogarithmSingularity theoryApplied MathematicsContext (language use)Inverse probleminversio-ongelmatDomain (mathematical analysis)Schrödinger equationsymbols.namesakeMathematics - Analysis of PDEsBounded functionsymbolsApplied mathematicsUniquenessAnalysisMathematics
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The fractional Calderón problem: Low regularity and stability

2017

The Calder\'on problem for the fractional Schr\"odinger equation was introduced in the work \cite{GSU}, which gave a global uniqueness result also in the partial data case. This article improves this result in two ways. First, we prove a quantitative uniqueness result showing that this inverse problem enjoys logarithmic stability under suitable a priori bounds. Second, we show that the results are valid for potentials in scale-invariant $L^p$ or negative order Sobolev spaces. A key point is a quantitative approximation property for solutions of fractional equations, obtained by combining a careful propagation of smallness analysis for the Caffarelli-Silvestre extension and a duality argumen…

osittaisdifferentiaaliyhtälötMathematical optimizationCaldernón problemLogarithmApproximation propertyApplied Mathematics010102 general mathematicsDuality (optimization)stabilityInverse problem01 natural sciencesStability (probability)inversio-ongelmatSchrödinger equation010101 applied mathematicsSobolev spacesymbols.namesakeMathematics - Analysis of PDEssymbolsApplied mathematicsfractional LaplacianUniqueness0101 mathematicsAnalysisMathematicsNonlinear Analysis
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Efficacy of Oxybrasion and Cosmetic Acids on Selected Skin Parameters in the Treatment with Acne Vulgaris

2023

Karolina Chilicka,1 Monika Rusztowicz,1 Aleksandra M Rogowska,2 Renata Szyguła,1 Danuta Nowicka3 1Department of Health Sciences, Institute of Health Sciences, University of Opole, Opole, Poland; 2Department of Social Sciences, Institute of Psychology, University of Opole, Opole, Poland; 3Department of Dermatology, Venereology and Allergology, Wrocław Medical University, Wrocław, PolandCorrespondence: Karolina Chilicka, Department of Health Sciences, Institute of Health Sciences, University of Opole, Katowicka 68 Street, Opole, 45-040, Poland, Tel +48665439443, Email karolina.chilicka@uni.opole.plPurpose: The present study aimed to evaluate the efficacy of an…

oxybrasionClinical Cosmetic and Investigational Dermatologycorneometeracne vulgarisDermatologysebumetercosmetic acidsClinical, Cosmetic and Investigational Dermatology
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Kustību rotaļu izmantošana sociālo prasmju pilnveidei pagarinātās dienas grupā sākumskolā

2022

Bakalaura darba autors: Marta Kārkliņa Bakalaura darba temats: Kustību rotaļu izmantošana sociālo prasmju pilnveidei pagarinātās dienas grupā sākumskolā. Mērķis: Pētīt sākumskolas skolēnu sociālo prasmju pilnveidi pagarinātajā dienas grupā, izmantojot kustību rotaļas. Darba pirmajā daļā tiek noskaidrots sociālo prasmju un kustību rotaļu jēdziens un to nozīme. Darba autore apskata, dažādu autoru, atziņas, kas saistās ar sociālajām prasmēm, kustību rotaļām un to izmantošanas iespējām. Tiek analizēta sākumskolas vecuma bērnu attīstība, atbilstoši vecumposmam. Darba otrajā daļā tiek analizēta pagarinātās dienas grupas funkcija sākumskolā. Trešajā daļā tiek veikts pētījums, lai izprastu sākumsko…

pagarinātas dienas grupaSkolas pedagoģijakustību rotaļassākumskolas vecuma bērnisociālās prasmes
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