论文部分内容阅读
This work lies in the intersection of stochastic data modelling and multiscale approximation.
Kriging Theory:A Flexible Framework to Construct Data-dependent Subdivision Schemes
【摘 要】
：
This work lies in the intersection of stochastic data modelling and multiscale approximation.
【机 构】
：
IRSN
【出 处】
：
第八届工业与应用数学国际大会
【发表日期】
：
2015年期
其他文献
A living cell has strong similarities with a micro-factory where spatiotemporally coordinated operation of molecular machines sustains,and propagates,life.
会议
Direct cell-to-cell transfer of HIV-1 is found to be a more potent and efficient means of virus propagation than virus-to-cell infection.
会议
We introduce Delbruck-Gillespie multi-dimensional birth-and-death process for biochemical signaling reaction dynamics of single cells.
会议
To consider the heterogeneity of each individual is important for the formulation of more realistic epidemic models.
会议
Consider an ordinary differential equation for which there is a known Lyapunov function.
会议
Lyapunov Functions and Stability Analysis for Epidemic Model with Constant Latency and Infectious Pe
An age-infection model is presented for the delay SEIR epidemic model,such that the properties of global asymptotic stability of the equilibria of the age-i
会议
Geometric subdivision schemes are characterized by the fact that the refinement rules commutate with similarities.
会议
The method of Lyapunov functions is a standard tool to analyze models arising in mathematical biology.
会议
A new nonlinear representation of cell-average multiresolution decompositions and new thresholding adapted to the presence of discontinuities are presented
会议
Since their definition in the 80th,subdivision schemes have evolved adapting to various appeals from approximation theory,data compression,geometric design
会议