Results 91 to 100 of about 18,604 (207)
Solvent‐Mediated Dewetting Principles for Cell‐Sized Liposome Formation
Dynamics of solvent‐mediated dewetting for giant unilamellar liposome formation. Solvent removal, through changing lipid packing and membrane tension, is shown to induce partial dewetting into equilibrium low and high budding angle morphologies. Complete dewetting requires mechanical force, quantified using optical tweezers.
Mostafa Bakouei +6 more
wiley +1 more source
Synthetic Cells on Demand: From Molecular Stimuli to Cellular Functions
ABSTRACT Synthetic cells constructed via bottom‐up approaches using lipid or polymer vesicles have become essential tools for mimicking cellular functions and studying synthetic biological systems. These vesicles can undergo morphological changes and trigger internal reactions in response to external stimuli, such as osmotic pressure, temperature, pH ...
Masato Suzuki, Koki Kamiya
wiley +1 more source
Locally inertial null normal coordinates
Locally inertial coordinates are constructed by carrying Riemann normal coordinates on a codimension two spacelike surface along the geodesics normal to it.
Guedens, Raf
core +1 more source
Malaria is an infectious disease that needs to be addressed using innovative approaches to counteract spread of drug resistance and to establish or optimize vaccination strategies.
Adrian Najer +4 more
doaj +1 more source
The bellows conjecture for small flexible polyhedra in non-Euclidean spaces
The bellows conjecture claims that the volume of any flexible polyhedron of dimension 3 or higher is constant during the flexion. The bellows conjecture was proved for flexible polyhedra in the Euclidean spaces of dimensions 3 and higher, and for bounded
Gaifullin, Alexander A.
core
Anomalous tunneling of bound pairs in crystal lattices
A novel method of solving scattering problems for bound pairs on a lattice is developed. Two different break ups of the hamiltonian are employed to calculate the full Green operator and the wave function of the scattered pair.
+16 more
core +1 more source
Quantum Principal Bundles and Corresponding Gauge Theories
A generalization of classical gauge theory is presented, in the framework of a noncommutative-geometric formalism of quantum principal bundles over smooth manifolds.
Abe E +25 more
core +1 more source
Generalized Kahler Geometry and the Pluriclosed Flow
In prior work the authors introduced a parabolic flow for pluriclosed metrics, referred to as pluriclosed flow. We also demonstrated that this flow, after certain gauge transformations, gives a class of solutions to the renormalization group flow of the ...
Callan +19 more
core +1 more source

