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Institute on Aging

United States

6 papers here88 citations across 6
fields
  • cs.CV2
  • cs.CY1
  • math.NA1
  • math.OC1
  • math.ST1
ROR 0390vdb22OpenAlex

affiliations via OpenAlex

output
20112024
most citedFunctional linear regression via canonical analysis

58 citations

researchers with a paper here
  • B. Landman2 · h 64
  • S. Resnick2 · h 107
  • Yuankai Huo2 · h 39
  • A. Aswani1 · h 22
  • Bing Dang1 · h 6
  • Camilo Bermudez1 · h 15
  • C. Depp1 · h 66
  • Elena Flowers1 · h 22
  • Ellen E. Lee1 · h 3
  • Erhan Bilal1 · h 6
  • G. He1 · h 4
  • H. Mhaskar1 · h 41
collaborating institutions
  • National Institute on AgingUS3 papers
  • Vanderbilt UniversityUS2 papers
  • California Department of Public HealthUS1 paper
  • Claremont Graduate UniversityUS1 paper
  • Department of Physiological SciencesRU1 paper
  • Georgia Institute of TechnologyUS1 paper
  • IBM Research - Thomas J. Watson Research CenterUS1 paper
  • IBM (United States)US1 paper
  • National Yang Ming Chiao Tung UniversityTW1 paper
  • University of California, BerkeleyUS1 paper
  • University of California, DavisUS1 paper
  • University of California San DiegoUS1 paper
Showing math.NAShow all

1 paper · 1 filter

math.NA2024

An Eigenfunction Approach to Conversion of the Laplace Transform of Point Masses on the Real Line to the Fourier Domain

Michael McKenna, Hrushikesh N. Mhaskar, Richard G. Spencer

Motivated by applications in magnetic resonance relaxometry, we consider the following problem: Given samples of a function t↦∑k=1K​Ak​exp(−tλk​), where K≥2 i…

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