Sierpinski-type
fractafolds with Algebraic content: $p$-fractals.
Lance
E. Miller, University of Arkansas
Benjamin
Steinhurst*, McDaniel College
*talk in pdf
Hydrodynamic
limit of the boundary-driven exclusion process on the Sierpinski
gasket.
Joe P. Chen*,
University of Connecticut *talk in pdf
Alexander Teplyaev,
University of Connecticut
Sampling
with average values on the Sierpinski Gasket.
Robert
Ravier*, Duke University
*talk in pdf
Robert Strichartz,
Cornell University
Magnetic
operators on resistance spaces.
Luke G.
Rogers*, University of Connecticut
Magnetic
spectral decimation on two-point model graphs.
Luke G.
Rogers, University of Connecticut
Antoni
Brzoska, University of Connecticut
Stephen
Loew*, Coe College
Madeline Hansalik*,
Texas A&M
Aubrey Coffey, Agnes Scott
College
*talk in pdf
Numerical
integration for fractal measures.
Jens
Malmquist, University of California, Berkeley
Robert
Strichartz*, Cornell University
Fractal
AC Circuits.
Loren Anderson*, North
Dakota State University
Hannah Davis*,
University of Minnesota
*talk in pdf
A
convex surface with fractal curvature.
Iancu
Dima*, Ithaca College
Rachel Popp*,
The Graduate Center of CUNY
Robert Strichartz,
Cornell University
Wave
propagation speed on fractals.
Sze-Man Ngai*,
Georgia Southern University and Hunan Normal University
Wei
Tang, Hunan Normal University
Yuanyuan Xie,
Hunan Normal University
Boundary
value and trace problems on the Sierpinski Gasket.
Baris
Ugurcan*, University of Western Ontario *talk in pdf
Some
properties of Schrödinger Operators on the Sierpinski Gasket.
Marius Ionescu*, United States Naval
Academy *talk in pdf
Kasso Okoudjou, University of
Maryland, College Park
Luke G. Rogers,
University of Connecticut
Sunday March 20, 2016
$k$-Forms
on Products of Weighted Graphs and Fractals.
Boya
Wen*, The University of Hong Kong
*talk in pdf
Boya Wen.mov
Gaussian
space-time fields and (S)PDE on fractals.
Martina
Zähle*, Institute of Mathematics, Friedrich Schiller
University Jena, Germany *talk in pdf
Densely
defined non-closable curl on topologically one-dimensional
Dirichlet metric measure spaces.
Michael Hinz,
Bielefeld University
*talk in pdf,
Sasha Teplyaev*, UConn
Bakry-Emery
gradient estimates for metric measure spaces and Poincare Duality
on fractals.
Daniel Kelleher*, Purdue
University, Fabrice Baudoin, Purdue University *talk in pdf
The
existence and uniqueness of diffusions on infinitely ramified $4N$
Gaskets.
Ulysses Andrews*,
University of Connecticut *talk in pdf
Spectral
properties of the Hata Tree.
Antoni Brzoska*,
University of Connecticut
*talk in pdf
Analysis
on Apollonian Gaskets.
Sharat Chandra,
University of California, Irvine
Fiona Galzarano*,
Temple University
*talk in pdf
Robert Strichartz, Cornell
University
