THE TOTAL PATH LENGTH OF SPLIT TREESNicolas Broutin and Cecilia Holmgren · The Annals of Applied Probability · 2012

The total path length of split treesBroutin, Nicolas; Holmgren, Cecilia · The Annals of Applied Probability · 2012

Random Records and Cuttings in Binary Search TreesHOLMGREN, CECILIA · Combinatorics, Probability and Computing · 2010

Cutting down trees with a Markov chainsawAddario-Berry, Louigi; Broutin, Nicolas; Holmgren, Cecilia · The Annals of Applied Probability · 2014

Bootstrap percolation on Galton-Watson treesBollobás, Béla; Gunderson, Karen; Holmgren, Cecilia; Janson, Svante; Przykucki, Michał · Electronic Journal of Probability · 2014

Novel characteristics of split trees by use of renewal theoryHolmgren, Cecilia · Electronic Journal of Probability · 2012

Counterexamples to a monotonicity conjecture for the threshold pebbling numberJohan Björklund; Cecilia Holmgren · 2012

Inversions in Split Trees and Conditional Galton–Watson TreesCAI, XING SHI; HOLMGREN, CECILIA; JANSON, SVANTE; JOHANSSON, TONY; SKERMAN, FIONA · Combinatorics, Probability and Computing · 2019

On Random RotationsP. H. Roberts and D. E. Winch · Advances in Applied Probability · 1984

Homecomings of Markov ProcessesJ. F. C. Kingman · Advances in Applied Probability · 1973

Optimal Stopping Problems for Brownian MotionJohn Bather · Advances in Applied Probability · 1970

Student ProcessesC. C. Heyde and N. N. Leonenko · Advances in Applied Probability · 2005

Dynamic Programming and Gambling ModelsSheldon M. Ross · Advances in Applied Probability · 1974

Further Monotonicity Properties of Renewal ProcessesMasaaki Kijima · Advances in Applied Probability · 1992

Coefficients of Ergodicity: Structure and ApplicationsE. Seneta · Advances in Applied Probability · 1979

Cumulative Shock ModelsAllan Gut · Advances in Applied Probability · 1990