Soukaina Lamsifer- PhD
- PhD Student at Hassan II University of Casablanca - Faculty of Sciences Ain Chock (FSAC)
Soukaina Lamsifer
- PhD
- PhD Student at Hassan II University of Casablanca - Faculty of Sciences Ain Chock (FSAC)
Doctor of Philosophy in Mathematics, specializing in Knot Theory
About
4
Publications
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Introduction
Skills and Expertise
Current institution
Hassan II University of Casablanca - Faculty of Sciences Ain Chock (FSAC)
Current position
- PhD Student
Publications
Publications (4)
We improve the lower bound for the minimum number of colors for linear Alexander quandle colorings of a knot given in Theorem 1.2 of [L. H. Kauffman and P. Lopes, Colorings beyond Fox: The other linear Alexander quandles, Linear Algebra Appl. 548 (2018) 221–258]. We express this lower bound in terms of the degree k of the reduced Alexander polynomi...
We improve the lower bound for the minimum number of colors for linear Alexander quandle colorings of a knot given in Theorem 1.2 of Colorings beyond Fox: The other linear Alexander quandles (Linear Algebra and its Applications, Vol. 548, 2018). We express this lower bound in terms of the degree k of the reduced Alexander polynomial of the consider...
We investigate Fox colorings of knots that are 17-colorable. Precisely, we prove that any 17-colorable knot has a diagram such that exactly 6 among the seventeen colors are assigned to the arcs of the diagram.
We investigate Fox colorings of knots that are 17-colorable. Precisely, we prove that any 17-colorable knot has a diagram such that exactly 6 among the seventeen colors are assigned to the arcs of the diagram.
