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The search results highlight various studies in condensed matter and materials science, such as a geometric theory on the elasticity of bio-membranes, which explores their shapes and stability using exterior differential forms. Other topics include risk aversion in economic transactions, optimal quantum pumps with zero dissipation, and the universality of Poincare recurrences in Hamiltonian systems. Additionally, a comment addresses discrepancies in a test-tube model for rainfall previously published.
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arxiv.org
Geometric theory on the elasticity of bio-membranes

The purpose of this paper is to study the shapes and stabilities of bio-membranes within the framework of exterior differential forms. After a brief review of the current status in theoretical and experimental studies on the shapes of bio-membranes, a geometric scheme is proposed to discuss the shap…

cond-mat.soft math-ph math.DG q-bio.QM
arxiv.org
Risk aversion in economic transactions

Most people are risk-averse (risk-seeking) when they expect to gain (lose). Based on a generalization of ``expected utility theory'' which takes this into account, we introduce an automaton mimicking the dynamics of economic operations. Each operator is characterized by a parameter q which gauges pe…

cond-mat.stat-mech q-fin.GN
arxiv.org
Comment on "A test-tube model for rainfall" by Wilkinson M., EPL 106 (2014) 40001

This paper is a comment to M Wilkinson, EPL 106 (2014) 40001, arXiv:1401.4620 [physics.ao-ph,cond-mat.soft], which draws conclusion from our data that are at variance with our observations.…

physics.ao-ph cond-mat.soft
arxiv.org
Optimal quantum pumps have a vanishing transmission coefficient

In a recent Letter, Avron et. al (math-ph/0105011) introduced a notion of optimal quantum pumps. These are adiabatic quantum pumps which work without dissipation. In particular, they produce neither entropy nor noise. In the present Comment we show that in the absence of magnetic field optimal quant…

cond-mat.mes-hall
arxiv.org
To the problem of Poincare recurrences in generic Hamiltonian systems

We discuss the problem of Poincare recurrences in area-preserving maps and the universality of their decay at long times. The work is related to to the results presented in Refs. [1,2].…

cond-mat nlin.CD