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10篇 您的检索式:作者名="Kuruoglu R"
    题名 作者 年代 出处 被引量
1Turns-amplitude analysis and motor unit potential analysis in myasthenia gravis显示文摘Odabasi Z Kuruoglu R Oh SJ 2000Acta Neurol Scand2000,101,5:1
2Clinical and electrophysiological evaluation of patients with thalidomide- induced neuropathy 显示文摘Kocer B Sucak G Kuruoglu R 2009Acta Neurol Belg2009,109,2:1
3Psychiatric symptoms and diagnoses in thyroid disorders: a cross-sectional study显示文摘Asian S Ersoy R Kuruoglu A C 2005Int J Psy- chiatry Clin Pract2005,9,3:1
4Diagnostic sensitivity of the laboratory tests in myasthenia gravis 显示文摘Oh SJ Kim DE Kuruoglu R 1992Muscle Nerve1992,15,:1
5Psychiatric symptoms and diagnoses in thyroid disorders:a cross-sectional study显示文摘Asian S Ersoy R Kuruoglu AC 2005International Journal of Psychiatry in Clinical Practice2005,9,3:1
6Psychiatric symptoms and diagnoses in thyroid disorders:a cross-sectional study显示文摘Aslan S Ersoy R Kuruoglu AC 2005Int J Psychiatry Clin Prac2005,9,3:1
7Tums-amplitude analysis and motor unit potential analysis in myasthenia gravis 显示文摘ODABASI Z KURUOGLU R OH SJ 2000Acta Neurol Scand2000,101,5:1
8Ovary - sparing surgery for teratomas in children显示文摘Ozcan R Kuruoglus S Dervisoglu S 2013Pediatr Surg Int2013,29,3:1
9Turns-amplitude analysis and motor unit potential analysis in myasthenia gravis显示文摘Odabasi Z Kuruoglu R Oh SJ 2000Acta Neurol Scand2000,101,5:1
10HOLDITCH THEOREM FOR THE CLOSED SPACE CURVES IN LORENTZIAN 3-SPACE显示文摘In this article, we give the area formula of the closed projection curve of a closed space curve in Lorentzian 3-space L3. For the 1-parameter closed Lorentzian space motion in L3, we obtain a Holditch Theorem taking into account the Lorentzian matrix multiplication for the closed space curves by using their othogonal projections onto the Euclidean plane in the fixed Lorentzian space. Moreover, we generalize this Holditch Theorem for noncollinear three fixed points of the moving Lorentzian space and any other fixed point on the plane which is determined by these three fixed points.Handan Yιldιrιm Salim Yce Nuri Kuruoglu 2011Acta Mathematica Scientia2011,31,1:0
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