Et profilbilde

Førsteamanuensis
Pavel Gumenyuk { "honorific-suffix": "Førsteamanuensis", "fn": "Pavel Gumenyuk", "tel": "Telefon: 51831911 ", "email": "pavel.gumenyuk@uis.no" }

Avdeling/enhet Det teknisk- naturvitenskapelige fakultet
Institutt/senter Institutt for matematikk og naturvitenskap
Rom KE E-529

This page is under construction

Please, visit my old personal page at the server of the University of Rome "Tor Vergata".

Forskningsområder

Complex Analysis

, especially Geometric Function Theory

This includes:
  • Loewner Theory in simply and multiply connected domains;
  • Theory of univalent functions and quasiconformal extensions;
  • Applications to Holomorphic Dynamics and Mathematical Physics;
  • Boundary behaviour of holomorphic dynamical systems.

Utvalgte publikasjoner

The list of publications can be found here.

Pågående forskning

Parametric representation of univalent functions with boundary regular fixed point

Arbeidserfaring

Please, see my CV.

Vitenskapelige publikasjoner (fra CRISTin)

  • Gumenyuk, Pavel (2016). Parametric representation of univalent holomorphic self-maps of the unit disk. INdAM (Istituto Nazionale di Alta Matematica "F. Severi"); 2016-09-05 - 2016-09-09.
  • Gumenyuk, Pavel (2016). Parametric representations and quasiconformal extensions by means of modern Loewner Theory. St. Petersburg State University and Steklov Math. Institute; 2016-10-17 - 2016-10-20.
  • Gumenyuk, Pavel (2016). Quasiconformal extensions of holomorphic functions in the half-plane via chordal Loewner equation. Universitetet i Bergen; 2016-05-09 - 2016-05-14.
  • Gumenyuk, Pavel (2015). Loewner-type representation for conformal self-maps of the disk with prescribed boundary fixed points. University of Bergen;
  • Gumenyuk, Pavel (2015). Quasiconformal extensions via the chordal Loewner equation. Bar-Ilan Univ., ORT Braude College, Univ.of South Florida; 2015-05-10 - 2015-05-15.
  • Gumenyuk, Pavel (2014). Loewner-type Parametric Representation of univalent self-maps with given boundary regular fixed points. Tokyo Institute of Technology; 2014-11-22 - 2014-11-24.
  • Gumenyuk, Pavel (2014). Recent advances in Loewner Theory. University of Oslo; 2014-12-11 - 2014-12-12.