Grant
@syncingsinking.bsky.social
Married, three kids. White, cishet, he/him. Deaf in one ear. Math, disability, chess, LFC. In Illinois via Texas but born and raised in Cornwall 〓〓
This is an amusing autocaption fail but I'm guessing @jamellebouie.net wouldn't mind it being changed? Is there a way that can be done?
(He clearly says "Dick Cheney died. Yes, that Dick Cheney."
(He clearly says "Dick Cheney died. Yes, that Dick Cheney."
November 5, 2025 at 4:28 PM
This is an amusing autocaption fail but I'm guessing @jamellebouie.net wouldn't mind it being changed? Is there a way that can be done?
(He clearly says "Dick Cheney died. Yes, that Dick Cheney."
(He clearly says "Dick Cheney died. Yes, that Dick Cheney."
Moon and sky were beautiful near sunset tonight. This picture hardly does it justice
November 5, 2025 at 1:28 AM
Moon and sky were beautiful near sunset tonight. This picture hardly does it justice
How your email finds me
October 31, 2025 at 3:23 AM
How your email finds me
How your email finds me
October 30, 2025 at 2:18 AM
How your email finds me
How your email finds me
October 28, 2025 at 10:57 PM
How your email finds me
Happy This Warning Light Morning to all who celebrate
October 20, 2025 at 2:59 PM
Happy This Warning Light Morning to all who celebrate
The pentagonal bipyramid is one I have been thinking about a lot recently
October 4, 2025 at 1:11 AM
The pentagonal bipyramid is one I have been thinking about a lot recently
So since the figure-8 knot is the only arithmetic knot, it's reasonable to ask whether it's the only knot with hidden symmetries. It turns out that there are two dodecahedral knots which do - this can be seen as being related to the fact that these knots cover tetrahedral orbifolds.
(5/12)
(5/12)
August 20, 2025 at 7:09 PM
So since the figure-8 knot is the only arithmetic knot, it's reasonable to ask whether it's the only knot with hidden symmetries. It turns out that there are two dodecahedral knots which do - this can be seen as being related to the fact that these knots cover tetrahedral orbifolds.
(5/12)
(5/12)
Let's start with the figure-8 knot. It's a hyperbolic knot, meaning that its complement in S^3 is homeomorphic to the quotient of hyperbolic 3-space by a Kleinian group. There are many such knots - if you choose a knot at random with <15 crossings, it's highly likely to be hyperbolic.
(2/12)
(2/12)
August 20, 2025 at 7:09 PM
Let's start with the figure-8 knot. It's a hyperbolic knot, meaning that its complement in S^3 is homeomorphic to the quotient of hyperbolic 3-space by a Kleinian group. There are many such knots - if you choose a knot at random with <15 crossings, it's highly likely to be hyperbolic.
(2/12)
(2/12)