Blättern nach Zeitschriften

B

• 

  Bischoff, Wolfgang ; Gegg, Andreas:
  Boundary crossing probabilities for (q,d)-Slepian-processes.
  In: Statistics & probability letters. 118 (November 2016). - S. 139-144.
  ISSN 0167-7152
  (Peer-Review-Journal)
• Bischoff, Wolfgang ; Miller, Frank:
  Lack-of-fit-efficiently optimal designs to estimate the highest coefficient of a polynomial with large degree.
  In: Statistics & probability letters. 76 (2006). - S. 1701-1704.
  ISSN 0167-7152
  (Peer-Review-Journal)
• Bischoff, Wolfgang ; Hashorva, Enkelejd:
  A lower bound for boundary crossing probabilities of Brownian bridge/motion with trend.
  In: Statistics & probability letters. 74 (2005). - S. 265-271.
  ISSN 0167-7152
  (Peer-Review-Journal)
• Bischoff, Wolfgang ; Hashorva, Enkelejd ; Hüsler, Jürg ; Miller, Frank:
  On the power of the Kolmogorov test to detect the trend of a Brownian bridge with applications to a change-point problem in regression models.
  In: Statistics & probability letters. 66 (2004). - S. 105-115.
  ISSN 0167-7152
  (Peer-Review-Journal)
• Bischoff, Wolfgang:
  Characterizing multivariate normal distributions by some of its conditionals.
  In: Statistics & probability letters. 26 (1996). - S. 105-111.
  ISSN 0167-7152
  (Peer-Review-Journal)
• Bischoff, Wolfgang:
  On maximin designs for correlated observations.
  In: Statistics & probability letters. 26 (1996) 4. - S. 357-363.
  ISSN 0167-7152
  (Peer-Review-Journal)

K

• Krebs, Johannes:
  A Large Deviation Inequality for beta-mixing Time Series and its Applications to the Functional Kernel Regression Model.
  In: Statistics & probability letters. 133 (2018). - S. 50-58.
  ISSN 0167-7152
  (Peer-Review-Journal)
• Krebs, Johannes:
  Consistency and asymptotic normality of stochastic Euler schemes for ordinary differential equations.
  In: Statistics & probability letters. 125 (2017). - S. 1-8.
  ISSN 0167-7152
  (Peer-Review-Journal)

R

• 

  Ressel, Paul:
  A revision of Kimberling’s results — With an application to max-infinite divisibility of some Archimedean copulas.
  In: Statistics & probability letters. 81 (2011) 2. - S. 207-211.
  ISSN 0167-7152
  (Peer-Review-Journal)