Results 11 to 20 of about 875,864 (151)
Nonlinear Elliptic Equations with Maximal Growth Range
In this work we are interested in studying the existence of nontrivial weak solutions for a class of nonlinear elliptic equations defined in a bounded domain in dimension two, where the nonlinearities possess maximal exponential growth range motivated by
Yony Raúl Santaria Leuyacc
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Noise suppresses or expresses exponential growth [PDF]
In this paper we will show that noise can make a given system whose solutions grow exponentially become a new system whose solutions will grow at most polynomially.
Deng, Feiqi +7 more
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Global transcriptional regulators coordinate complex genetic interactions that bestow better adaptability for an organism against external and internal perturbations.
Mahesh S. Iyer +4 more
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Metastases Growth Patterns in vivo—A Unique Test Case of a Metastatic Colorectal Cancer Patient
Colorectal cancer (CRC) is one of the most common causes of cancer-related mortality worldwide. Most cases of deaths result from metastases, assumed to be shed, in many cases, before disease detection.
Gili Hochman +4 more
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Evolution facilitates emergence of fitter phenotypes by efficient allocation of cellular resources in conjunction with beneficial mutations. However, system-wide pleiotropic effects that redress the perturbations to the apex node of the transcriptional ...
Ankita Pal +4 more
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Environmental and climatic changes are inducing population declines in numerous species. However, certain species demonstrate remarkable resilience, exhibiting both population growth and range expansion. This longitudinal study in Sweden carried out over
Per-Eric Betzholtz +2 more
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Noise expresses exponential growth under regime switching [PDF]
Consider a given system under regime switching whose solution grows at most polynomially, and suppose that the system is subject to environmental noise in some regimes. Can the regime switching and the environmental noise work together to make the system
Appleby +21 more
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Dark Matter from Exponential Growth [PDF]
Published by APS, College Park, Md.
Torsten Bringmann +4 more
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Blow Up and Exponential Growth to a Petrovsky Equation with Degenerate Damping
This paper deals with the initial boundary value problem of Petrovsky type equation with degenerate damping. Under some appropriate conditions, we study the finite time blow up and exponential growth of solutions with negative initial energy.
Erhan Pişkin, Fatma Ekinci
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A General Description of Growth Trends
Time series that display periodicity can be described with a Fourier expansion. In a similar vein, a recently developed formalism enables the description of growth patterns with the optimal number of parameters.
Moshe Elitzur
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