Olson, Timothy Edward

• 3791764
  Olson, Tim(1-FL)
  Department of Mathematics, University of Florida
  Gainesville, Florida, 32611
  Applied Fourier analysis.
  From signal processing to medical imaging. Birkhäuser/Springer, New York, 2017. xvi+302 pp. ISBN: 978-1-4939-7391-0; 978-1-4939-7393-4
  94-01 (42-01 94A08 94A12 94A20)
  
• 1974165
  Olson, Tim(1-FL); Pang, Jong-Shi(1-JHOP-SMS); Priebe, Carey(1-JHOP-SMS)
  A likelihood-MPEC approach to target classification. (English. English summary)
  Math. Program. 96 (2003), no. 1, Ser. A, 1--31.
  62H30 (90C08 90C47)
• 1974165
  Olson, Tim(1-FL); Pang, Jong-Shi(1-JHOP-SMS); Priebe, Carey(1-JHOP-SMS)
  A likelihood-MPEC approach to target classification. (English. English summary)
  Math. Program. 96 (2003), no. 1, Ser. A, 1--31.
  62H30 (90C08 90C47)
• 1835282
  Kueh, K.-L.(RC-AST); Olson, T.(1-FL); Rockmore, D.(1-DTM); Tan, K.-S.(RC-NTAI)
  Nonlinear approximation theory on compact groups. (English. English summary)
  J. Fourier Anal. Appl. 7 (2001), no. 3, 257--281.
  43A77 (41A30 41A65 94A12)
• 1765933
  Mirchandani, Gagan(1-VT-ECE); Foote, Richard(1-VT); Rockmore, Daniel N.(1-DTM); Healy, Dennis(1-DTM); Olson, Tim(1-FL)
  A wreath product group approach to signal and image processing. II. Convolution, correlation, and applications. (English. English summary)
  IEEE Trans. Signal Process. 48 (2000), no. 3, 749--767.
  94A12 (94A08)
• 1736279
  Foote, Richard(1-VT); Mirchandani, Gagan(1-VT-ECE); Rockmore, Daniel N.(1-DTM); Healy, Dennis(1-DTM); Olson, Tim(1-FL)
  A wreath product group approach to signal and image processing. I. Multiresolution analysis. (English. English summary)
  IEEE Trans. Signal Process. 48 (2000), no. 1, 102--132.
  94A12 (94A08)
• 1615258
  Priebe, Carey E.(1-JHOP); Olson, Tim(1-FL); Healy, Dennis M., Jr.(1-DTM-CS)
  A spatial scan statistic for stochastic scan partitions. (English. English summary)
  J. Amer. Statist. Assoc. 92 (1997), no. 440, 1476--1484.
  62M40
• 1174120
  Olson, T. E.(1-DTM); Zalik, R. A.(1-ABRN)
  Nonexistence of a Riesz basis of translates.
  Approximation theory (Memphis, TN, 1991), 401--408,
  Lecture Notes in Pure and Appl. Math., 138,
  Dekker, New York, 1992.
  42A65 (41A65 42C15)