The following pages link to Energy of a knot (Q809410):
Displaying 43 items.
- The traveling salesman theorem for Jordan curves (Q2671903) (← links)
- Tangent-point energies and ropelength as gamma-limits of discrete tangent-point energies on biarc curves (Q2679383) (← links)
- Convex geometry and its applications. Abstracts from the workshop held December 12--18, 2021 (hybrid meeting) (Q2693056) (← links)
- Harmonic analysis meets critical knots. Critical points of the Möbius energy are smooth (Q2790734) (← links)
- Min-max theory and the energy of links (Q2792319) (← links)
- Repulsive knot energies and pseudodifferential calculus for O'Hara's knot energy family \(E^{(\alpha )}, \alpha \in [2, 3)\) (Q2888905) (← links)
- Discrete Möbius energy (Q2930075) (← links)
- Energy release rate along a kinked path (Q3081391) (← links)
- OPTIMALLY IMMERSED PLANAR CURVES UNDER MÖBIUS ENERGY (Q3102983) (← links)
- BOUNDEDNESS AND REGULARIZING EFFECTS OF O'HARA'S KNOT ENERGIES (Q3118657) (← links)
- DOES FINITE KNOT ENERGY LEAD TO DIFFERENTIABILITY? (Q3602964) (← links)
- (Q4217165) (← links)
- Torus Knots Extremizing the Möbius Energy (Q4285758) (← links)
- Integral Menger curvature and rectifiability of $n$-dimensional Borel sets in Euclidean $N$-space (Q4596350) (← links)
- Dynamics of embedded curves by doubly-nonlocal reaction–diffusion systems (Q4599348) (← links)
- Characterization of balls by generalized Riesz energy (Q4628346) (← links)
- Conformal transformations and curvature (Q4629318) (← links)
- Möbius invariance of knot energy (Q4696250) (← links)
- ERROR ANALYSIS OF THE MINIMUM DISTANCE ENERGY OF A POLYGONAL KNOT AND THE MÖBIUS ENERGY OF AN APPROXIMATING CURVE (Q4930562) (← links)
- THE BETA FUNCTION OF A KNOT (Q4946810) (← links)
- (Q4948121) (← links)
- On the regularity of critical points for O’Hara’s knot energies: From smoothness to analyticity (Q5016189) (← links)
- Ribbonlength of twisted torus knots (Q5051353) (← links)
- Perception and Motion Planning for Unknotting/untangling of Ropes of Finite Thickness (Q5057908) (← links)
- A Möbius invariant discretization of O’Hara’s Möbius energy (Q5081305) (← links)
- Variational formulae and estimates of O’Hara’s knot energies (Q5111674) (← links)
- Elastic energy regularization for inverse obstacle scattering problems (Q5236680) (← links)
- Integro-Differential Harmonic Maps into Spheres (Q5246653) (← links)
- POLYGONAL APPROXIMATION AND ENERGY OF SMOOTH KNOTS (Q5470141) (← links)
- On the Minimizers of the Möbius Cross Energy of Links (Q5472021) (← links)
- Universal growth law for knot energy of Faddeev type in general dimensions (Q5505105) (← links)
- THE ZONE MODULUS OF A LINK (Q5709038) (← links)
- Modeling repulsive forces on fibres via knot energies (Q5890952) (← links)
- Modeling repulsive forces on fibres via knot energies (Q5920190) (← links)
- Energy functionals and normal forms of knots and plane curves (Q6049761) (← links)
- Residues of manifolds (Q6077305) (← links)
- Self‐repulsiveness of energies for closed submanifolds (Q6093873) (← links)
- Möbius-invariant self-avoidance energies for non-smooth sets of arbitrary dimension and co-dimension (Q6103498) (← links)
- Minimal Ws,ns$W^{s,\frac{n}{s}}$‐harmonic maps in homotopy classes (Q6134897) (← links)
- Computing a link diagram from its exterior (Q6145673) (← links)
- The Brylinski beta function of a double layer (Q6149164) (← links)
- Knots, Diagrams and Kids’ Shoelaces. On Space and their Forms (Q6165532) (← links)
- A Funk perspective on billiards, projective geometry and Mahler volume (Q6562506) (← links)
