AbstractThis manuscript provides a pedagogical introduction on how to determine and visualize simple physical knots occurring in polymers, proteins and DNA. We explain how the Alexander polynomial is computed and implemented in a simulation code, and how the structure can be simplified beforehand to save computer time. The concept of knottedness can also be extended in a statistical framework to chains which are not closed. The latter is exemplified by comparing statistics of knots in open random walks and closed random loops
Knotting is a prevalent phenomenon which occurs at the macroscale (e.g., in headphone cords) and at ...
The properties of knotted and linked configurations in space have long been of interest to physicist...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Chemical Engineering, 2015.Cata...
AbstractThis manuscript provides a pedagogical introduction on how to determine and visualize simple...
Knots are ubiquitous objects and decorative elements that have been studied since antiquity. During ...
We propose a new method for numerical calculation of link plynomials for knots given in 3 dimensions...
We study here global and local entanglements of open protein chains by implementing the concept of k...
We used optical tweezers to tie individual DNA molecules in knots. Although these knots become highl...
Ropes or yarns, especially when disorderly packed, are prone to develop knots. Polymers are no excep...
In this paper we introduce a method that offers a detailed overview of the entanglement of an open p...
Traditional topological knot theory mainly studies knotting within closed curves. However, much of w...
Employing the MDS analysis, one defines the knot type of open chains thereby providing a basic tool ...
This thesis is divided into two parts, each summarising one of the main projects I have undertaken s...
The KymoKnot software package and web server identifies and locates physical knots or proper knots i...
The physical properties of knotted and linked configurations in space have long been of interest to ...
Knotting is a prevalent phenomenon which occurs at the macroscale (e.g., in headphone cords) and at ...
The properties of knotted and linked configurations in space have long been of interest to physicist...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Chemical Engineering, 2015.Cata...
AbstractThis manuscript provides a pedagogical introduction on how to determine and visualize simple...
Knots are ubiquitous objects and decorative elements that have been studied since antiquity. During ...
We propose a new method for numerical calculation of link plynomials for knots given in 3 dimensions...
We study here global and local entanglements of open protein chains by implementing the concept of k...
We used optical tweezers to tie individual DNA molecules in knots. Although these knots become highl...
Ropes or yarns, especially when disorderly packed, are prone to develop knots. Polymers are no excep...
In this paper we introduce a method that offers a detailed overview of the entanglement of an open p...
Traditional topological knot theory mainly studies knotting within closed curves. However, much of w...
Employing the MDS analysis, one defines the knot type of open chains thereby providing a basic tool ...
This thesis is divided into two parts, each summarising one of the main projects I have undertaken s...
The KymoKnot software package and web server identifies and locates physical knots or proper knots i...
The physical properties of knotted and linked configurations in space have long been of interest to ...
Knotting is a prevalent phenomenon which occurs at the macroscale (e.g., in headphone cords) and at ...
The properties of knotted and linked configurations in space have long been of interest to physicist...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Chemical Engineering, 2015.Cata...