【摘 要】
：
The gene regulatory network driving A.thaliana flower morphogenesis(GRN)constitutes a model-of-choice for the study of morphogenesis.Described in Boolean te
【机 构】
：
DCA-Cinvestav-IPN
论文部分内容阅读
The gene regulatory network driving A.thaliana flower morphogenesis(GRN)constitutes a model-of-choice for the study of morphogenesis.Described in Boolean terms,this network has 10 attractors,four of them related to the structural configuration and the dynamical behavior of the inflorescence meristem; the other attractors are related to the phenotypic traits of the primordial cells shaping sepals,petals,stamens and carpels.The stochastic exploration of the network has shown that stochastic noise suffices to drive the system throughout the state trajectory corresponding to the temporal pattern giving rise to the construction of the flower.
其他文献
In this study we consider different statistical arbitrage strategies and prove the existence of statistical arbitrage portfolios in the Black-Scholes framew
We consider the problem of calculating tail loss probability and conditional excess for the Bernoulli mixture model of credit risk.This is an important prob
In this study we consider different statistical arbitrage strategies and prove the existence of statistical arbitrage portfolios in the Black-Scholes framewor
We study precommitted strategy of time inconsistent problems,and we note that many such problems in the literature can be transformed into an optimization o
Introduction Applied and computational mathematics,in particular numerical PDEs,Monte Carlo methods,and numerical optimization,play a crucial role in solvin
An agent maximizes isoelastic utility from consumption with infinite horizon in an incomplete market,in which state variables are driven by diffusions.We pr
This work is devoted to irreversible investment problems in duopoly games with regime switching.The problem is formulated as a stopping time game in presenc
The stochastic control theory is a field that probability and partial differential equation are intimately intertwined.With the rapid development of the mat
We determine a weaker sufficient condition than that of Theorem 5.2.1 in Fleming and Soner(2006)for the continuity of the value functions of stochastic exit
Solving the chemical master equation(CME)allows us to model and simulate the stochastic behavior of biochemical reactions that take place within a biologica