hyperbolic knot造句
例句與造句
- As a consequence, hyperbolic knots can be considered plentiful.
- Moreover almost all Dehn surgeries on an hyperbolic knot yield an hyperbolic manifold.
- The recognition algorithm allow SnapPea to tell two hyperbolic knots or links apart.
- All other hyperbolic knots are conjectured to have at most 6 exceptional slopes.
- The objects may nevertheless retain some geometry, as in the case of hyperbolic knots.
- It's difficult to find hyperbolic knot in a sentence. 用hyperbolic knot造句挺難的
- He conjectured that for the general hyperbolic knots the formula ( 2 ) would hold.
- A theorem of computer assistance, holds that 10 is the largest possible number of exceptional surgeries of any hyperbolic knot.
- Many knots were shown to be hyperbolic knots, enabling the use of geometry in defining new, powerful knot invariants.
- Among the enumerated knots, the only other hyperbolic knot with 7 or more is the figure-eight knot, which has 10.
- The figure-eight knot is also the hyperbolic knot whose complement has the smallest possible double-cover of the Gieseking manifold, which has the smallest volume among non-compact hyperbolic 3-manifolds.
- *" . . . enabling the use of geometry in defining new, powerful knot invariants . " In what way are these fancy hyperbolic knots " powerful " ? . . . Actually, I sort of understand now that I read the next two sentences.
- 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 .)
- The figure-eight knot and the ( " 2, 3, 7 ) pretzel knot are the only two hyperbolic knots known to have more than 6 " exceptional surgeries ", Dehn surgeries resulting in a non-hyperbolic 3-manifold; they have 10 and 7, respectively.