【摘 要】
：
We introduce a one-parameter family of models of the 3D-Euler fluid equations on a 2D symmetry plane,which provide a collection of blowup scenarios admittin
【机 构】
：
Univ.College Dublin
论文部分内容阅读
We introduce a one-parameter family of models of the 3D-Euler fluid equations on a 2D symmetry plane,which provide a collection of blowup scenarios admitting analytical solutions.
其他文献
Cooperative systems on some small-world networks exhibit phase behavior that is essentially different from that of finite-dimensional systems.
We applied the Hodge-Kodaira decomposition,a topological method to count global loops,to neural networks with different learning rules and edge densities.
Real-world networks continuously change to meet the evolving needs of society.To manage such dynamic networks,we studied an adaptive network model,combining
Networks in real world have complex connectivities.The structure and dynamics in complex networks has been extensively studied,by extending/applying concept
The goal of this session is to provide panoramic viewpoints on analyses of complex networks in the real world.Here we focus on the dynamics on the complex n
Nuclear measurement techniques have played a relevant role in dealing with problems as hydrocarbon exploration.The key to understanding the responses of the
With the ultimate goal of designing a scalable parallel preconditioner for reservoir simulation problems,we combine domain decomposition ideas(prove suitabl
A parallel implementation of the preconditioner AINV for the solution of general sparse linear systems of equations is presented.This preconditioner compute
In this talk I will discuss how,guided by numerical simulations,one can accomplish to produce completely rigorous,computer-assisted theorems in problems rel
The Burgers vortex is well-known as a steady exact solution of the Navier-Stokes equation which is often used as a model for vortex motion in turbulence.In