Petri Juutinen

Professor, Vice Head of Department

Unit

Faculty of Mathematics and Science

Department / Division

Department of Mathematics and Statistics

Room number

Ag B334.3

petri.juutinen@jyu.fi

Mobile

+358408053427

Postal address

Mattilanniemi 2

Fields of science

111 Mathematics

Publications

Publication

2017

Ai niin, tää oli tää juttu!

Tiedeblogi.

Juutinen, Petri

Publication

2017

Juuri. 5, Analyyttinen geometria (MAA5)

Otava.

Hähkiöniemi, Markus

Juhala, Satu

Juutinen, Petri

Luoma-aho, Erkki

Raittila, Terhi

Tikka, Tommi

Publication

2016

Discontinuous Gradient Constraints and the Infinity Laplacian

International Mathematics Research Notices.

Juutinen, Petri

Parviainen, Mikko

Rossi, Julio D.

Publication

2014

Decay estimates in the supremum norm for the solutions to a nonlinear evolution equation

Proceedings of the Royal Society of Edinburgh, Section: A Mathematics.

Juutinen, Petri

Publication

2013

Convexity of solutions to boundary blow-up problems

Communications on Pure and Applied Analysis.

Juutinen, Petri

Publication

2012

A New Proof for the Equivalence of Weak and Viscosity Solutions for the p-Laplace Equation

Communications in partial differential equations.

Julin, Vesa

Juutinen, Petri

Publication

2010

Concavity maximum principle for viscosity solutions of singular equations

Nonlinear differential equations and applications.

Juutinen, Petri

Publication

2010

Equivalence of viscosity and weak solutions for the p(x)-Laplacian

Annales de l’Institut Henri Poincaré : Analyse Non Linéaire.

Juutinen, Petri

Lukkari, Teemu

Parviainen, Mikko

Publication

2009

Asymptotic behavior of viscosity solutions for a degenerate parabolic equation associated with the infinity-Laplacian

Mathematische Annalen.

Akagi, Goro

Juutinen, Petri

Kajikiya, Ryuji

Publication

2009

Pointwise decay for the solutions of degenerate and singular parabolic equations

Advances in Differential Equations.

Juutinen, Petri

Lindqvist, Peter

Petri Juutinen

Nonlinear Partial Differential Equations