Mimicking Behaviors in Separated Domains

Extremal Basis, Geometrically Separated Domains and Applications

In this paper we introduce the notion of extremal basis of tangent vector fields at a boundary point of finite type of a pseudo-convex domain in Cn, n ≥ 3. Using this notion we define the class of geometrically separated domains at a boundary point and we give a description of their complex geometry. Examples of such domains are given, for instance, by locally convex domains, domains with local...

Extremal Bases, Geometrically Separated Domains and Applications

In this paper we introduce the notion of extremal basis of tangent vector fields at a boundary point of finite type of a pseudo-convex domain in C, n ≥ 3. Using this notion we define the class of geometrically separated domains at a boundary point and we give a description of their complex geometry. Examples of such domains are given, for instance, by locally lineally convex domains, domains wi...

Two-Point Microrheology of Phase-Separated Domains in Lipid Bilayers.

Though the importance of membrane fluidity for cellular function has been well established for decades, methods for measuring lipid bilayer viscosity remain challenging to devise and implement. Recently, approaches based on characterizing the Brownian dynamics of individual tracers such as colloidal particles or lipid domains have provided insights into bilayer viscosity. For fluids in general,...

Promoting Behaviors of Healthiness in two Domains of Physical Activity and Nutrition Statue in High School Students

Background Youth' healthiness depends on their hygiene behaviors. Doing promoting behaviors of healthiness is one of best ways of health protect and control. This study aimed to investigate promoting behaviors of healthiness in two physical activity and nutrition statue domains in high school students. Materials and Methods: The study was descriptive-analytic of cross-sectional type study whic...

Dynamic behaviors of fractal-like domains in monolayers.