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UID:20250712T061939EDT-1230fbi8VZ@132.216.98.100
DTSTAMP:20250712T101939Z
DESCRIPTION:Kernel density estimation: Bernstein polynomials and circular d
 ata.\n\nIn this talk I will give a brief preview of the kernel density est
 imator along with some new developments. Specifically\, the approximation 
 lemma due to Feller (see Lemma 1\, §VII.1\, Feller 1965) is used to motiva
 te the Bernstein polynomial density estimator. Further\, its generalizatio
 n to multivariate density estimation and adaptation to circular density es
 timation will be presented. The talk will conclude with a result connectin
 g the circular kernel density estimation with orthogonal polynomials on a 
 unit circle and some illustrations.\n
DTSTART:20170210T170000Z
DTEND:20170210T180000Z
LOCATION:Room LB-921-04\, CA\, QC\, Montreal\, H3G 1M8\, Library Building C
 oncordia\, 1400 de Maisonneuve West
SUMMARY:Dr. Y.P. Chaubey\, Concordia University
URL:/mathstat/channels/event/dr-yp-chaubey-concordia-u
 niversity-265569
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