Category Archives: Baldridge Theorems
Baldridge-McCarty TQFT versus SU(2) Spin Networks: What’s the difference?
The Question I Always Get When I give talks on the n-color homologies, I am often asked whether the underlying topological quantum field theory (TQFT) is based on , , or . It’s a fair question – the way we … Continue reading
Can an atom have two nuclei? An inquisitive child wants to know!
My 7-year-old daughter, Autumn, recently asked, “Can an atom have two cores (two nuclei)?” Wait, everyone knows that an atom can have only one nucleus. What a silly question. Or is it? Continue reading
Ben McCarty plays “Swing that Hammer”
Listen to mathematician Ben McCarty sing “Swing that Hammer” using a Breedlove guitar. Continue reading
Posted in Baldridge Theorems, Geometry and Topology Today
Tagged banjo, Ben McCarty, Breedlove, cube diagrams, cube knots, Geometry and Topology Today, guitar, Louisiana State University, LSU, Mathematician, Mathematics Department, Mirror Symmetry, Scott Baldridge, Shea Vela-Vick, Special Lagrangian Cones, Swing that Hammer, University of Memphis
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Introducing Cube Knots
Cube knots are a special way to represent a knot in 3-dimensional space. Check out this video that “flies through” a trefoil knot! Continue reading
Posted in Baldridge Theorems
Tagged Adam Lowrance, cube diagrams, cube knots, knot, knot theory, Reidemeister moves, Scott Baldridge
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Scott Baldridge 