1 citations · 1 across the 2 of their papers we have counts for
4 papers
Jones rational coincidences
Ruth Lawrence, Ori Rosenstein
We investigate coincidences of the (one-variable) Jones polynomial amongst rational knots, what we call `Jones rational coincidences'. We provide moves on the continued fraction ex…
Quantitative towers in finite difference calculus approximating the continuum
R. Lawrence, N. Ranade, D. Sullivan
Multivector fields and differential forms at the continuum level have respectively two commutative associative products, a third composition product between them and various operat…
Universal averages in gauge actions
Ruth Lawrence, Maor Siboni
We give a construction of a universal average of Lie algebra elements whose exponentiation gives (when there is an associated Lie group) a totally symmetric geometric mean of Lie g…
An explicit symmetric DGLA model of a triangle
Itay Griniasty, Ruth Lawrence
We give explicit formulae for a differential graded Lie algebra (DGLA) model of the triangle which is symmetric under the geometric symmetries of the cell. This follows the work of…