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most citedUniversality classes for general random matrix flows

2 citations · 2 across the 4 of their papers we have counts for

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math.PR20192 cited

Universality classes for general random matrix flows

Jacek Małecki, José Luis Pérez

We consider matrix-valued processes described as solutions to stochastic differential equations of very general form. We study the family of the empirical measure-valued processes…

math.PR2018

Optimal bail-out dividends problem with transaction cost and capital injection constraint

Mauricio Junca, Harold Moreno-Franco, José Luis Pérez

We consider the bail-out optimal dividend problem under fixed transaction costs for a Lévy risk model. Furthermore, we consider the version with a constraint expected net present v…

math.PR2018

Backbone decomposition of multitype superprocesses

Dorottya Fekete, Sandra Palau, Juan Carlos Pardo +1

In this paper, we provide a construction of the so-called backbone decomposition for multitype supercritical superprocesses. While backbone decompositions are fairly well-known for…

math.PR2018

Optimality of multi-refraction dividend strategies in the dual model

Irmina Czarna, José Luis Pérez, Kazutoshi Yamazaki

We consider the multi-refraction strategies in two equivalent versions of the optimal dividend problem in the dual (spectrally positive Lévy) model. The first problem is a variant…

math.PR2018

Convergence of the empirical spectral distribution of Gaussian matrix-valued processes

Arturo Jaramillo, Juan Carlos Pardo, José Luis Pérez

For a given normalized Gaussian symmetric matrix-valued process , we consider the process of its eigenvalues as well a…

math.PR2017

American options under periodic exercise opportunities

José Luis Pérez, Kazutoshi Yamazaki

In this paper, we study a version of the perpetual American call/put option where exercise opportunities arrive only periodically. Focusing on the exponential Lévy models with i.i.…