Man

Jorge Andrés Littin Curinao

Profesor Asistente

Universidad Católica del Norte

Antofagasta, Chile

Líneas de Investigación


Procesos Estocásticos, Formalismo Termodinámico, Modelación Estadística, Distribuciones quasi-estacionarias.

Educación

  •  Ingeniero Civil Matemático, UNIVERSIDAD TECNICA FEDERICO SANTA MARIA. Chile, 2006
  •  Matemáticas Aplicadas, Probabilidades, Cotutela entre Universidad de Chile, Universidad Aix Marseille, Francia.. Chile, 2014

Experiencia Académica

  •   Profesor Hora Part Time

    UNIVERSIDAD TECNICA FEDERICO SANTA MARIA

    Valparaiso, Chile

    2006 - 2007

  •   Profesor Asistente. Full Time

    UNIVERSIDAD CATOLICA DEL NORTE

    Ciencias

    Antofagasta, Chile

    2014 - A la fecha

Experiencia Profesional

  •   Consultor Externo en Modelos de Prediccion de Demanda Eléctrica Part Time

    Chilquinta SA

    Valparaiso, Chile

    2005 - 2007


 

Article (11)

Loss of Stability in a 1D Spin Model with a Long-Range Random Hamiltonian
Identifying neuropathies through time series analysis of postural tests
R -positivity and the existence of zero-temperature limits of Gibbs measures on nearest-neighbor matrices
R-positivity and the existence of zero-temperature limits of Gibbs measures on nearest-neighbor matrices
ASYMPTOTIC BEHAVIOR AND QUASI-LIMITING DISTRIBUTIONS ON TIME-FRACTIONAL BIRTH AND DEATH PROCESSES
Existence of the zero-temperature limit of equilibrium states on topologically transitive countable Markov shifts
Asteroids in the High Cadence Transient Survey
Quasi-additive estimates on the Hamiltonian for the one-dimensional long range Ising model
THE HIGH CADENCE TRANSIENT SURVEY (HITS). I. SURVEY DESIGN AND SUPERNOVA SHOCK BREAKOUT CONSTRAINTS
UNIQUENESS OF QUASISTATIONARY DISTRIBUTIONS AND DISCRETE SPECTRA WHEN infinity IS AN ENTRANCE BOUNDARY AND 0 IS SINGULAR
R-positivity of nearest neighbor matrices and applications to Gibbs states

Proyecto (3)

GEOMETRY OF CONTOURS FOR THE ONE-DIMENSIONAL ISING MODEL AND CONSEQUENCES OF THE OPTIMAL CONDITIONS ON THE QUASI-ADDITIVE DECOMPOSITION OF THE HAMILTONIAN=> PHASE SEPARATING POINT, PHASE TRANSITION IN PRESENCE OF AN EXTERNAL RANDOM FIELD,CLUSTER EXPAN
Astro-Engineering Development for Massive Astronomical Data=> New Analytical, Statistical, and High Performance Computing tools, Investigador Responsable=> Jaime San Martín.
Stochastic mean fi?eld models=> singular interactions, long time behavior and application to some non linear PDEs"
10
Jorge Littin

Profesor Asistente

Matemáticas

Universidad Católica del Norte

Antofagasta, Chile

1
César Fuentes

Profesor Asistente

UNIVERSIDAD DE CHILE

Santiago, Chile

1
Pablo Huijse

Profesor categoría III

Facultad de Ciencias de la Ingeniería

Universidad Austral de Chile

Valdivia, Chile

1
José Peña

Postdoctoral Fellowship

SERC-Chile

Santiago, Chile

1
Juan Maureira

Scientist

Center for Mathematical Modeling

University of Chile

Santiago, Chile

1
Pablo Estevez

Profesor Titular

Departamento de Ingenieria Eléctrica

DEPTO. INGENIERÍA ELÉCTRICA, UNIVERSIDAD DE CHILE

Santiago, Chile

1
Guillermo Cabrera

Associate Professor

Department of Computer Science

Universidad de Concepción

Concepción, Chile

1
Servet Martinez

Full professor

Mathematical Engineering

Universidad de Chile

Santiago, Chile