Results 281 to 290 of about 58,054 (324)
The Influence of the Flexibility of a Polymeric Adhesive Layer on the Mechanical Response of a Composite Reinforced Concrete Slab and a Reinforced Concrete Beam Girder. [PDF]
Szeptyński P +3 more
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Drag on Cylinders Moving in Superfluid 3He-B as the Dimension Spans the Coherence Length. [PDF]
Autti S +6 more
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Journal d'Analyse Mathématique, 1995
The author gives a conceptually interesting, new, short proof to Koebe's conjecture in the countable case: every planar domain with countably many boundary components is conformally equivalent to a circle domain. The proof depends on correcting some of the defects which the powerful notion of extremal length suffers when applied to multiply connected ...
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The author gives a conceptually interesting, new, short proof to Koebe's conjecture in the countable case: every planar domain with countably many boundary components is conformally equivalent to a circle domain. The proof depends on correcting some of the defects which the powerful notion of extremal length suffers when applied to multiply connected ...
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On Extreme Length Flight Paths
SIAM Review, 1976In this note we extend the following problem proposed by M. F. Gardner [1]: "A swimmer can swim with speed v in still water. He is required to swim for a given length of time T in a stream whose speed is w < v. If he is also required to start and finish at the same point, what is the longest path (total arc length) that he can complete? Assume the path
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Capacity, Stability, and Extremal Length
1968We begin by considering a harmonic function whose boundary behavior is a combination of L0- and L1-type behavior. This leads to a generalization of harmonic measure and capacity. In §2 we relate this function to some extremal length problems. The remaining sections treat applications to conformal mapping and stability problems.
Burton Rodin, Leo Sario
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Finding defining generators with extreme lengths
Journal of Statistical Planning and Inference, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Cheng, Shao-Wei +2 more
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Null-sets for the extremal lengths
Journal of Mathematical Sciences, 2011zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ivanov, F. I., Shlyk, V. A.
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1958
One of the most important applications of the method of the extremal metric is in the definition of conformal invariants. These considerations may be carried out on the most general Riemann surface.
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One of the most important applications of the method of the extremal metric is in the definition of conformal invariants. These considerations may be carried out on the most general Riemann surface.
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