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LaTex2e, 17 pages; this article is an improved version of the paper alg-geom/9603013 (by Fuhrmann and Torres)
Fuhrmann, Rainer +2 more
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Long-term stability of the oxygen pulse curve during maximal exercise
INTRODUCTION: Exercise oxygen pulse (O2 pulse), a surrogate for stroke volume and arteriovenous oxygen difference, has emerged as an important variable obtained during cardiopulmonary exercise testing.
Ricardo Brandão Oliveira +2 more
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Curves related to Coulter's maximal curves
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Emrah Çakçak, Ferruh Özbudak
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The analysis of tangential curve equation for describing mechanical behaviour of rapeseeds (Brassica napus L.) mixture under compression loading were discussed.
D. Herák, A. Kabutey, M. Divišová
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Maximal variation of curves on K3 surfaces
19 pages. Comments welcome.
Dutta, Yajnaseni, Huybrechts, Daniel
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Non Kählerian surfaces with a cycle of rational curves
Let S be a compact complex surface in class VII0+ containing a cycle of rational curves C = ∑Dj. Let D = C + A be the maximal connected divisor containing C.
Dloussky Georges
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Background The expiratory time constant (RCEXP), which is defined as the product of airway resistance and lung compliance, enable us to assess the mechanical properties of the respiratory system in mechanically ventilated patients.
Takamitsu Ikeda +5 more
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A new CFD based non-invasive method for functional diagnosis of coronary stenosis
Background Accurate functional diagnosis of coronary stenosis is vital for decision making in coronary revascularization. With recent advances in computational fluid dynamics (CFD), fractional flow reserve (FFR) can be derived non-invasively from ...
Xinzhou Xie +4 more
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Maximal functions: Homogeneous curves [PDF]
Let t → γ( t ) be a homogeneous curve in R n . For suitable f , define [unk]( f )(
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In the paper under review, maximal nonsingular plane curves defined over a finite field with \(q^2\) elements are studied. A maximal curve is defined to be a curve such that the number of its rational points attains the Hasse-Weil bound. The authors prove that the degree \(d\) of such a curve is either \(d=q+1\) or \(2d\leq q+2\) if \(q>5\).
Aguglia, A. +2 more
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