Circular DNA in viruses and bacteria is often knotted. While mathematically problematic, the determination of the knot size is crucial for the study of the physical and biological behaviour of long macromolecules. Here, we review work on the size distribution of these knots under equilibrium conditions. We discuss knot localization in good and poor solvents, or in polymers that are adsorbed on a surface. We also discuss recent evidence that knot size is a crucial quantity in relaxation processes of knotted polymers.status: publishe
We present some commonly-used models for polymers in different experimental conditions, including so...
AbstractThe packing of DNA inside bacteriophages arguably yields the simplest example of genome orga...
Long polymers in solution frequently adopt knotted configurations. To understand the physical proper...
Circular DNA in viruses and bacteria is often knotted. While mathematically problematic, the dete...
Ropes or yarns, especially when disorderly packed, are prone to develop knots. Polymers are no excep...
Knots occur frequently in our daily life and also in long polymers. Studies of spontaneously occurri...
We use stochastic simulation techniques to sample the conformational space of linear semiflexible po...
Knotted structures can spontaneously occur in polymers such as DNA and proteins, and the formation o...
Knots are ubiquitous objects and decorative elements that have been studied since antiquity. During ...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Chemical Engineering, 2015.Cata...
Knotting is a prevalent phenomenon which occurs at the macroscale (e.g., in headphone cords) and at ...
Self-entanglement, or knotting, is entropically favored in long polymers. Relatively short polymers ...
Knots are a topological property of closed curves, and while not rigorously defined, are also expect...
The packing of DNA inside bacteriophages arguably yields the simplest example of genome organisation...
We study knotted polymers in equilibrium with an array of obstacles which models confinement in a ge...
We present some commonly-used models for polymers in different experimental conditions, including so...
AbstractThe packing of DNA inside bacteriophages arguably yields the simplest example of genome orga...
Long polymers in solution frequently adopt knotted configurations. To understand the physical proper...
Circular DNA in viruses and bacteria is often knotted. While mathematically problematic, the dete...
Ropes or yarns, especially when disorderly packed, are prone to develop knots. Polymers are no excep...
Knots occur frequently in our daily life and also in long polymers. Studies of spontaneously occurri...
We use stochastic simulation techniques to sample the conformational space of linear semiflexible po...
Knotted structures can spontaneously occur in polymers such as DNA and proteins, and the formation o...
Knots are ubiquitous objects and decorative elements that have been studied since antiquity. During ...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Chemical Engineering, 2015.Cata...
Knotting is a prevalent phenomenon which occurs at the macroscale (e.g., in headphone cords) and at ...
Self-entanglement, or knotting, is entropically favored in long polymers. Relatively short polymers ...
Knots are a topological property of closed curves, and while not rigorously defined, are also expect...
The packing of DNA inside bacteriophages arguably yields the simplest example of genome organisation...
We study knotted polymers in equilibrium with an array of obstacles which models confinement in a ge...
We present some commonly-used models for polymers in different experimental conditions, including so...
AbstractThe packing of DNA inside bacteriophages arguably yields the simplest example of genome orga...
Long polymers in solution frequently adopt knotted configurations. To understand the physical proper...