Pages that link to "Item:Q2332276"

The following pages link to Curves between Lipschitz and \(C^1\) and their relation to geometric knot theory (Q2332276):

Displaying 5 items.

• Upper and lower bounds and modulus of continuity of decomposed Möbius energies (Q2048266) (← links)
• The gradient flow of the Möbius energy: \(\epsilon\)-regularity and consequences (Q2174122) (← links)
• \(h\)-principles for curves and knots of constant curvature (Q2454825) (← links)
• Tangent-point energies and ropelength as gamma-limits of discrete tangent-point energies on biarc curves (Q2679383) (← links)
• A Möbius invariant discretization of O’Hara’s Möbius energy (Q5081305) (← links)