PDE Tumor Models
Description We shall discuss the recent progress (joint work with many others) on the PDE tumor models, the linear stability of the tumor, the nonlinear stability of the tumor, the bifurcation diagram...
Description We shall discuss the recent progress (joint work with many others) on the PDE tumor models, the linear stability of the tumor, the nonlinear stability of the tumor, the bifurcation diagram...
Speaker Jingfang Huang University of North Carolina, Chapel Hill http://www.amath.unc.edu/Faculty/huang/ Description We present in this talk a new kernel-independent fast multipole method, named as...
SpeakerJie LiangUniversity of Illinois at Chicagohttp://tigger.uic.edu/~jliang/ Description Computational studies of biological networks can help to identify components and wirings responsible for...
SpeakerSamuel DrapeauUniversity of Berlinhttp://www.mathematik.hu-berlin.de/~drapeau/ Description Due to the plurality of interpretations of risk, we concentrate on context invariant features related...
Description Hyperbolicity is a fundamental property that makes a dynamical system display complex behaviors such as chaos. Controllability is also another fundamental property that means a control...
SpeakerQi WangUniversity of South Carolinahttp://www.math.sc.edu/~qwang/ Description Kinetic theories have long been used in simple and complex fluids to formulation theories to describe the dynamics...
SpeakerChun LiuPenn State Universityhttp://www.personal.psu.edu/cxl41/ Description Ion channels are key components in a wide variety of biological processes. The selectivity of ion channels is the key...
Description Algebraic statistics has flourished in recent years as a branch of applied algebraic geometry. This field is fundamentally connected to and driven by methods from statistics, computational...
SpeakerShuhong GaoClemson Universityhttp://www.math.clemson.edu/~sgao/ Description Polynomial systems are ubiquitous in Mathematics, Sciences and Engineerings, and Gröbner basis theory is one of the...
SpeakerBowei XiPurdue Universityhttp://www.stat.purdue.edu/~xbw/ Description A multifractal fractional sum-difference model (MFSD) is a monotone transformation of a Gaussian fractional sum-difference...