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20142026
most citedSome remarks on the Robust Stackelberg controllability for the heat equation with controls on the boundary

5 citations · 9 across the 10 of their papers we have counts for

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math.PR2023

HJB equation for maximization of wealth under insider trading

Jorge A. León, Liliana Peralta, Iván Rodríguez

In this paper, we combine the techniques of enlargement of filtrations and stochastic control theory to establish an extension of the verification theorem, where the coefficients o…

math.PR2023

Statistical inference for a stochastic partial differential equation related to an ecological niche

Fernando Baltazar-Larios, Francisco Delgado-Vences, Liliana Peralta

In this paper, we use a stochastic partial differential equation (SPDE) as a model for the density of a population under the influence of random external forces/stimuli given by th…

math.PR2021

Rates of convergence for the number of zeros of random trigonometric polynomials

Laure Coutin, Liliana Peralta

In this paper, we quantify the rate of convergence between the distribution of number of zeros of random trigonometric polynomials (RTP) with i.i.d. centered random coefficients an…

math.PR2019

Distribution function of the blow up time of the solution of an anticipating random fatigue equation

Liliana Peralta

In this paper, we study the distribution function of the time of explosion of a stochastic differential equation modeling the length of the dominant crack due to fatigue. The main…

math.PR2014★ 3 cited

An Osgood's criterion for a semilinear stochastic differential equation

Jorge A. León, Liliana Peralta, José Villa-Morales

The purpose of this paper is to give an Osgood's criterion for solutions of semilinear stochastic differential equations of the form $X_{t}=ξ+\int_{0}^{t}b(s,X_{s})ds+\int_{0}^{t}σ…