Texas A&m Mathematics Department
نویسندگان
چکیده
Session 1 Moderator: Dr. Gregory Berkolaiko 10:20 10:40 Eleanor Anthony: Estimating Amoebae of Polynomials Using Archimedean Tropical Varieties 10:45 11:05 Sheridan Grant: Algorithm for Estimating Amoebae of Polynomials Using Archimedean Tropical Varieties 15 minute break 11:20 11:40 Westin King: Anderson Delocalization on the Three Dimensional Lattice 11:45 12:05 Amanda Hoisington: Anderson Delocalization on the Honeycomb
منابع مشابه
Solutions of initial and boundary value problems via F-contraction mappings in metric-like space
We present sufficient conditions for the existence of solutions of second-order two-point boundary value and fractional order functional differential equation problems in a space where self distance is not necessarily zero. For this, first we introduce a Ciric type generalized F-contraction and F- Suzuki contraction in a metric-like space and give relevance to fixed point results. To illustrate...
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In this paper, we consider a non-self-adjoint, singular, nonlinear fourth order boundary value problem which arises in the theory of epitaxial growth. It is possible to reduce the fourth order equation to a singular boundary value problem of second order given by w''-1/r w'=w^2/(2r^2 )+1/2 λ r^2. The problem depends on the parameter λ and admits multiple solutions. Therefore, it is difficult to...
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