Search Results - "Dumbravă, M"

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    A MODEL TO PREDICT DIAGNOSIS OF PANCREATIC NEUROENDOCRINE TUMORS BASED ON EUS IMAGING FEATURES by Saizu, I, Cotruta, B, Iacob, R A, Bunduc, S, Saizu, R E, Dumbrava, M, Pietrareanu, C, Becheanu, G, Grigorie, D, Gheorghe, C

    “…This study aimed to determine predictive clinical and endoscopic ultrasound (EUS) features for pancreatic neuroendocrine tumor (PNET) diagnosis, utilizing…”
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    Journal Article
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    706 Intestinal Epithelial Dysplasia - A Case Report of a Milder Phenotype by Lesanu, G, Tincu, I, Gherghiceanu, M, Becheanu, C, Dumbrava, M, Pacurar, D, Danila, V

    Published in Archives of disease in childhood (01-10-2012)
    “…The intractable diarrhea of infancy remains a difficult challenge for the pediatrician. We report a rare case of a five-month-old female infant admitted in…”
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    Journal Article
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    Noninvasive clinical model for the diagnosis of nonalcoholic steatohepatitis in overweight and morbidly obese patients undergoing bariatric surgery by Pirvulescu, I, Gheorghe, L, Csiki, I, Becheanu, G, Dumbravă, M, Fica, S, Martin, S, Sarbu, A, Gheorghe, C, Diculescu, M, Copăescu, C

    Published in Chirurgia (Bucharest, Romania : 1990) (01-11-2012)
    “…Liver biopsy, an invasive method, is the gold standard for differentiate nonalcoholic steatohepatitis (NASH) from other stages of fatty liver disease. A…”
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    Journal Article
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    Inflammatory myoglandular colorectal polyps: a series of seven cases and review of literature by Becheanu, G, Gheorghe, C, Dumbravă, M, Serban-Barbu, V, Diculescu, M

    Published in Chirurgia (Bucharest, Romania : 1990) (01-09-2011)
    “…Inflammatory myoglandular polyp is an unusual but distinct, non-neoplastic type of colorectal polyp, commonly with a distal localization at the…”
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    Journal Article
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    Continuous Boltzmann machines: theoretical aspects and applications by Beiu, V., Ioan, D.C., Dumbrava, M.C.

    “…An introduction is given to the concept of a continuous Boltzmann machine (CBM) and an application to solve a class of partial differential equations (PDEs) is…”
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    Conference Proceeding
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