5

people.math.umass.edupeople.math.umass.edu/~rsellis/pdf-files/Gaussian-asymptotics.pdf · In the degenérate case, the leading asymptotic behavior is non-Gaussian. Let PA be a mean

  • Upload
    others

  • View
    0

  • Download
    0

Embed Size (px)

Citation preview

Page 1: people.math.umass.edupeople.math.umass.edu/~rsellis/pdf-files/Gaussian-asymptotics.pdf · In the degenérate case, the leading asymptotic behavior is non-Gaussian. Let PA be a mean
Page 2: people.math.umass.edupeople.math.umass.edu/~rsellis/pdf-files/Gaussian-asymptotics.pdf · In the degenérate case, the leading asymptotic behavior is non-Gaussian. Let PA be a mean
Page 3: people.math.umass.edupeople.math.umass.edu/~rsellis/pdf-files/Gaussian-asymptotics.pdf · In the degenérate case, the leading asymptotic behavior is non-Gaussian. Let PA be a mean
Page 4: people.math.umass.edupeople.math.umass.edu/~rsellis/pdf-files/Gaussian-asymptotics.pdf · In the degenérate case, the leading asymptotic behavior is non-Gaussian. Let PA be a mean
Page 5: people.math.umass.edupeople.math.umass.edu/~rsellis/pdf-files/Gaussian-asymptotics.pdf · In the degenérate case, the leading asymptotic behavior is non-Gaussian. Let PA be a mean