Döring, Leif
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3

TAMI-52. NEURONAL MECHANISMS OF BRAIN TUMOR INVASION:

Venkataramani, Varun ; Yang, Yvonne ; Schubert, Marc...
Neuro-Oncology.  23 (2021)  Supplement_6 - p. vi209-vi209 , 2021
 
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Stable processes conditioned to avoid an interval:

Döring, Leif ; Kyprianou, Andreas E. ; Weissmann, Philip
Stochastic Processes and their Applications.  130 (2020)  2 - p. 471-487 , 2020
 
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Existence and Uniqueness Results for Time-Inhomogeneous Tim..:

Döring, Leif ; Gonon, Lukas ; Prömel, David J..
Journal of Theoretical Probability.  34 (2019)  1 - p. 173-205 , 2019
 
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ON SKOROKHOD EMBEDDINGS AND POISSON EQUATIONS:

Döring, Leif ; Gonon, Lukas ; Prömel, David J..
The Annals of Applied Probability.  29 (2019)  4 - p. 2302-2337 , 2019
 
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8

Große Herausforderung: Zur wachsenden Heterogenität der Stu..:

Döring, Leif
Forschung & Lehre.  25 (2018)  8 - p. 678-679 , 2018
 
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9

FINITE SYSTEM SCHEME FOR MUTUALLY CATALYTIC BRANCHING WITH ..:

Döring, Leif ; Klenke, Achim ; Mytnik, Leonid
The Annals of Applied Probability.  27 (2017)  5 - p. 3113-3152 , 2017
 
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11

A JUMP-TYPE SDE APPROACH TO REAL-VALUED SELF-SIMILAR MARKOV..:

DÖRING, LEIF
Transactions of the American Mathematical Society.  367 (2015)  11 - p. 7797-7836 , 2015
 
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12

Perpetual Integrals for Lévy Processes:

Döring, Leif ; Kyprianou, Andreas E.
Journal of Theoretical Probability.  29 (2015)  3 - p. 1192-1198 , 2015
 
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13

Parameter estimation for a subcritical affine two factor mo..:

Barczy, Mátyás ; Do¨ring, Leif ; Li, Zenghu.
Journal of Statistical Planning and Inference.  151-152 (2014)  - p. 37-59 , 2014
 
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STATIONARITY AND ERGODICITY FOR AN AFFINE TWO-FACTOR MODEL:

BARCZY, MÁTYÁS ; DÖRING, LEIF ; LI, ZENGHU.
Advances in Applied Probability.  46 (2014)  3 - p. 878-898 , 2014
 
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15

Catalytic Branching Processes via Spine Techniques and Rene..:

, In: Lecture Notes in Mathematics; Séminaire de Probabilités XLV,
Döring, Leif ; Roberts, Matthew I. - p. 305-322 , 2013
 
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