hyperbolic volume造句
例句与造句
- Thus hyperbolic volume is an invariant of many alternating links.
- The hyperbolic volume can be used to order the space of all hyperbolic manifold.
- It is named after hyperbolic " n "-manifold is proportional to the hyperbolic volume.
- They have the same hyperbolic volume ( by a result of Ruberman ), and have the same HOMFLY polynomials.
- In the mathematical field of knot theory, the "'hyperbolic volume "'of a hyperbolic link is the volume of the link's complement with respect to its complete hyperbolic metric.
- It's difficult to find hyperbolic volume in a sentence. 用hyperbolic volume造句挺难的
- The reader can check that if \ mathcal O = M _ 2 ( \ mathbb Z ) the output of this formula recovers the well-known result that the hyperbolic volume of the modular surface equals \ pi / 3.
- observed that the asymptotic behavior of a certain state sum of knots gives the hyperbolic volume \ operatorname { vol } ( K ) of the complement of knots K and showed that it is true for the knots 4 _ 1, 5 _ 2 and 6 _ 1.
- By numerical examinations on some hyperbolic knots R . M . Kashaev discovered that substituting the colored Jones polynomial corresponding to the N-dimensional representation and limiting it as N grows to the infinity0its limit value would give the hyperbolic volume of the knot complement . ( See Volume conjecture .)