activity
20102026
most citedNormal approximation and smoothness for sums of means of lattice-valued random variables

5 citations · 12 across the 8 of their papers we have counts for

collaborators

9 papers

econ.EM2026

Measuring Opportunity Cost with Stock Lifetime Value

Geoffrey Decrouez, Tobias Huelden, Paresh Nakhe +1

Measuring the long-term opportunity cost of interventions remains a critical challenge in e-commerce A/B testing. While strategic levers (such as dynamic pricing, ranking algorithm…

math.PR2016★ 1 cited

A pathwise iterative approach to the extinction of branching processes with countably many types

Peter Braunsteins, Geoffrey Decrouez, Sophie Hautphenne

We consider the extinction events of Galton-Watson processes with countably infinitely many types. In particular, we construct truncated and augmented Galton-Watson processes with…

math.ST2016

Finite sample properties of the mean occupancy counts and probabilities

Geoffrey Decrouez, Michael Grabchak, Quentin Paris

For a probability distribution on an at most countable alphabet , this article gives finite sample bounds for the expected occupancy counts and…

math.ST2013★ 5 cited

Normal approximation and smoothness for sums of means of lattice-valued random variables

Geoffrey Decrouez, Peter Hall

Motivated by a problem arising when analysing data from quarantine searches, we explore properties of distributions of sums of independent means of independent lattice-valued rando…

math.PR2012★ 5 cited

A class of multifractal processes constructed using an embedded branching process

Geoffrey Decrouez, Owen Dafydd Jones

We present a new class of multifractal process on R, constructed using an embedded branching process. The construction makes use of known results on multitype branching random walk…

math.PR2012

Modulus of continuity of a class of monofractal processes

Geoffrey Decrouez, Ben Hambly, Owen Dafydd Jones

We derive the modulus of continuity of a class of processes called Canonical Embedded Branching Processes (CEBP), recently introduced by Decrouez and Jones, and we establish their…