A symmetry breaking mechanism

After the actuator contribution required to achieve the desired position of the end-effector is applied to the model, and the position of the nodes is updated, the readings from

, About existence, symmetry and symmetry breaking for extremal functions of some interpolation functional inequalities, in Nonlinear Partial Differential Equations, H.. Karlsen,

Abstract — The purpose of this paper is to explain the phenomenon of symmetry breaking for optimal functions in functional inequalities by the numerical computations of some well

Abstract We analyze the radial symmetry of extremals for a class of interpolation inequalities known as Caffarelli-Kohn-Nirenberg inequalities, and for a class of weighted

In this paper we discuss the existence of extremal functions in two families of interpolation inequalities introduced in [2, 4]: some of the Caffarelli-Kohn-Nirenberg inequalities

Bodies with sufficient heat flux to create a core dynamo assuming instantaneous 4. accretion are shown

Given its prevalence in many systems, understanding how multichannel feeding affects food-web stability, especially in comparison to the more commonly used models that have only

To emphasize the relevance of Theorem 1.2 and the advantage of our approach, we notice that it provides an alternative and direct proof of Onofri’ s inequality (see Section 5)