【摘 要】
：
By means of a suitable Phase-Field approach we investigate the evolution towards equilibrium of three-dimensional structures characterized by arbitrary face
论文部分内容阅读
By means of a suitable Phase-Field approach we investigate the evolution towards equilibrium of three-dimensional structures characterized by arbitrary facets.
其他文献
The Dirichlet space and the Bergman space are reproducing kernel Hilbert spaces(RKHS)of analytic functions on the unit disk.
We aim studying a new corresponding set of monic polynomials corresponding to a General orthogonal polynomials wich called polar general orthogonal polynomi
In literature,there are several works on the theory and applications of integral transforms of Boehmian spaces,but fractional integral transforms of Boehmia
In Denmark,Study Groups have been conducted for more than 15 years,alternating location between Technical University of Denmark,and University of Southern D
In my talk will try to explain in which sense we consider it mandatory that the EU policy towards mathematics recognizes that mathematical modelling-simulat
The advantages,disadvantages and difficulties arising in the mathematical technology transfer,both from the point of view of researchers,technicians and bus
Although industrial mathematics in Europe started in the 1960s there was an explosion in the 1980s which nucleated many new initiatives including the first
With Jon Weare(Chicago),we study the continuum limit of a family of kinetic Monte Carlo models of crystal surface relaxation that includes both the solid-on
The collective behaviour of a row of dislocation dipoles is here studied with the matched asymptotic techniques.The discrete-to-continuum transition is faci
The talk summarizes several new numerical approaches for modeling dynamic interfaces.We present algorithms including the Grid Based Particle Method(GBPM),th