Results 281 to 290 of about 666,240 (316)
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ON BRIDGE NUMBERS OF COMPOSITE RIBBON KNOTS
Journal of Knot Theory and Its Ramifications, 2000Bleiler and Eudave-Muñoz showed that composite ribbon number one knots have two-bridge summands. In this paper, we show that there exists an infinite family of composite ribbon number one knots which have arbitrary large bridge numbers.
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1998
If K is the compositum of two number fields k 1 and k 2 then the discriminant of K is divisible by all those rational prime numbers which divide the discriminant of k 1 or the discriminant of k 2 or both and only by those prime numbers.
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If K is the compositum of two number fields k 1 and k 2 then the discriminant of K is divisible by all those rational prime numbers which divide the discriminant of k 1 or the discriminant of k 2 or both and only by those prime numbers.
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A Fresh Look at Highly Composite Numbers
The American Mathematical Monthly, 2019In this note we provide fresh ways to prove some of the already known properties of highly composite numbers.
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Polymer composite materials: A comprehensive review
Composite Structures, 2021Ahmed Elharfi +2 more
exaly
Compositions and Fibonacci Numbers
The Fibonacci Quarterly, 1969V. E. Hoggatt, D. A. Lind
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Composite materials based on silk proteins
Progress in Polymer Science, 2010Thomas Scheibel, John George Hardy
exaly
Supercapacitors Based on Flexible Graphene/Polyaniline Nanofiber Composite Films
ACS Nano, 2010Yue Tong, Qiong Wu, Yuxi Xu
exaly