Howard S. Cohl, Ph.D.
Applied and Computational Mathematics Division
National Institute for Standards and Technology
100 Bureau Drive
Gaithersburg, Maryland, 208998910, U.S.A.
email: howard.cohlatnist.gov
http://www.nist.gov/itl/math/msg/howardscohl.cfm
TALKS (pdf slides)
2015

schubotz_acmd2015 :
The NIST Digital Repository of Mathematical Formulae and
Scalable Math Search : (2015, July 24, 28 pages).
This talk was presented by Moritz Schubotz at the ACMD Seminar at NIST.
Coauthors of this talk are Howard Cohl, Marje McClain, Bonita Saunders, Cherry Zou,
Azeem Mohammed, Alex Danoff, Jimmy Li, Shraeya Madhu, Claude Zou, Akash Shah, and Yusuf Ameri.

cicm2015 :
Growing the Digital Repository of Mathematical Formulae with Generic LaTeX Sources : (2015, July 17, 23 pages).
This talk was presented by Moritz Schubotz at the Conference
on Intelligent Computer Mathematics (CICM 2015) in Washington DC.
Coauthors of this talk are Howard Cohl, Marjorie A. McClain, Bonita V. Saunders,
Cherry Y. Zou, Azeem S. Mohammed, and Alex A. Danoff.
2014

xsede2014 :
XSEDE and the NIST Digital Repository of Mathematical Formulae :
(2014, August 29, 14 pages).
VIDEO

icerm2014 :
Outgrowths of the DLMF Project: Part 2: NIST Digital Repository of Mathematical Formulae :
(2014, July 21, 13 pages).
VIDEO
[Programs and Workshops 2014 → Summer 2014 → Challenges in 21st Century Experimental Mathematical Computation (July 21  25, 2014].

cicm2014 :
CICM 2014 :
NIST Digital Repository of Mathematical Formulae :
(2014, July 10, 8 pages).

ucoim2014 :
University of Coimbra Analysis Seminar :
Generalizations of generating functions for orthogonal
polynomials in the Askey and qAskey schemes :
(2014 July 9, 60 pages).

au2014 :
American University Math and Stat Colloquium :
Generalizations of Generating Functions for Orthogonal polynomials
in Askey Schemes :
(2014, April 15, 56 pages)

lubbock2014 :
Spring Central Sectional AMS Meeting :
Generalizations of generating functions for
hypergeometric and qhypergeometric orthogonal polynomials :
(2014, April 11, 40 pages).
2013

wcupa2013 :
Department of Mathematics : West Chester University of Pennsylgania :
Fourier and Gegenbauer expansions for a fundamental solution of Laplace's
equation on Riemannian spaces of constant curvature
(2013, April 23, 47 pages).