Investigation of critical slowing down in a bistable S-SEED [PDF]
A simulation of S-SEED switching based upon experimental data is developed that includes the effect of critical slowing down. The simulation's accuracy is demonstrated by close agreement with the results from experimental S-SEED switching. The simulation
Marwood, W. +5 more
core +1 more source
Protein deep learning is moving from single structure prediction toward bound complex modeling and conformational ensemble generation. An architectural perspective shows how symmetry, evolutionary information, generative sampling, and energetic grounding shape performance and generalization.
Daniele Angioletti +3 more
wiley +1 more source
We bridge micro‐ and macroparasite theory with a model tracking pathogen load heterogeneity. By incorporating load‐dependent mortality and within‐host pathogen growth, we show how pathogen load aggregation alters disease prevalence, host suppression effects, and virulence evolution, providing insights for managing complex infectious disease like ...
Ruijiao Sun +3 more
wiley +1 more source
“New public Management reforms, an empirical study of human resources critical factors, in the context of the Greek Public sector” [PDF]
This work is an endeavour on the subject of the Critical Success Factors imposed by Human Resources, in the process of reforms, under the context of New Public Management, particularly, as this applies in the Greek Public Sector and more specifically in ...
Liveris, Panagiotis D.
core +1 more source
Numerical Identification of Stationary States and Their Stability in a Model of Quantum Droplets
ABSTRACT In this work, we are motivated by a recent variant of the nonlinear Schrödinger (NLS) equation describing cold, dilute atomic condensates with quantum fluctuation effects. Our goal is to develop robust numerical methods capable of uncovering diverse stationary solutions in such NLS models.
Sun Lee +2 more
wiley +1 more source
Determination of critical exponents in thin films. Application on Cr-Gd-Cr [PDF]
En el presente trabajo se utilizó el diagrama de Arrot– Noakes modificado para estudiar la transición de fase ferromagnética-paramagnética de láminas con alto grado de homogeneidad de muestras recocidas a 200°C, 400°C y 500°C, de Cr-Gd-Cr. Se estimaron
Mulcue Nieto, Luis Fernando
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Critical Exponents and Stabilizers of Infinite Words [PDF]
This thesis concerns infinite words over finite alphabets. It contributes to two topics in this area: critical exponents and stabilizers. Let w be a right-infinite word defined over a finite alphabet.
Krieger, Dalia
core
Nuclear Multifragmentation Critical Exponents
rcolation model of nuclear fragmentation [2] to demonstrate the nature of these problems in determining critical exponents. In percolation models one uses a bond breaking parameter p with values between 0 and 1, including p c , the "critical value ...
In Recent
core
Study of Nonlinearities in the Dynamics of Exchange Rates: Is There Any Evidence of Chaos? [PDF]
This paper studies the dynamics of six major exchange rates, and runs formal tests to distinguish among different types of nonlinearities. In particular we study exchange rate returns, normalized exchange rates and exchange rate volatilities, classifying
Vitaliy Vandrovych
core
Critical Exponents in Percolation Model of Track Region Critical Exponents in Percolation Model of Track Region Critical Exponents in Percolation Model of Track Region [PDF]
Differences between critical exponents of this model and the continuous percolation model indicate that the dependence of the modified structure area on the dose and the angle related with the correlation between individual tracks.
P.O. Selyshchev, A.B. Demchyshyn
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