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Committee Date Time Place Paper Title / Authors Abstract Paper #
IPSJ-AVM, CS, IE, ITE-BCT [detail] 2014-12-05
09:40		 Osaka Osaka University Nakanoshima Center Cubic Convolution Interpolation Robust against Noises in Sample Points
Hiromi Ueda (Tokyo Univ. of Tech.), Hidemitsu Ogawa (Tokyo Univ. of Social Welfare) CS2014-78 IE2014-64		 We previously proposed a method for fixing a parameter α for a 4-point cubic convolution interpolation function, and got... [more] CS2014-78 IE2014-64
pp.45-50
CS 2014-11-07
08:45		 Hokkaido Shiretoko (Hokkaido) Image Reconstruction by 4- and 6-Point Cubic Convolution Interpolation
Hiromi Ueda, Takashi Kuriyama (Tokyo Univ. of Tech.), Hidemitsu Ogawa (Tokyo University of Social Welfare) CS2014-64		 We previously proposed a method for fixing a parameter α for a 4-point cubic convolution interpolation function, and got... [more] CS2014-64
pp.61-68
CS, SIP, CAS 2011-03-03
17:10		 Okinawa Ohhamanobumoto memorial hall (Ishigaki)( [Memorial Lecture] Sampling Theory and Principle of Science
Hidemitsu Ogawa (Tokyo Univ. School of Social Welfare) CAS2010-122 SIP2010-138 CS2010-92		 The problem of sampling theorem is reformulated from the functional analytic point of view. As a result, it is shown tha... [more] CAS2010-122 SIP2010-138 CS2010-92
pp.119-126
CS, SIP, CAS 2008-03-06
17:05		 Yamaguchi Yamaguchi University [Invited Talk] What can we see behind sampling theorems?
Hidemitsu Ogawa (Tokyo Univ. Social Welfare) CAS2007-124 SIP2007-199 CS2007-89		 The problem of sampling theorems is reformulated from the functional analytic point of view. It is shown that the proble... [more] CAS2007-124 SIP2007-199 CS2007-89
pp.91-96
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