Tri Quach M.Sc. (Tech.), Doctoral Student Contact Informations Email: firsname.lastname (at) tkk.fi Mailing Address: Aalto University Institute of Mathematics P.O. Box 11100, FI-00076 Aalto Finland Visiting Address: Otakaari 1 M, Espoo (office U303)

Theses

1. Numerical conformal mappings and capacity computation, Master's Thesis, Helsinki University of Technology, Faculty of Information and Natural Sciences, Department of Engineering Physics and Mathematics, 2009.

Preprints ja Manuscripts

1. Saminathan Ponnusamy, Tri Quach, Antti Rasila: Harmonic Shears of Slit and Polygonal Mappings, arXiv:1201.2015, 2012.
2. Harri Hakula, Tri Quach, Antti Rasila: Conjugate Function Method for Numerical Conformal Mappings, arXiv:1103.4930, 2011. Aalto-ST 21/2011.

1. Harri Hakula, Tri Quach, Antti Rasila: Conjugate Function Method and Conformal Mappings in Triply Connected Domains.
2. Saminathan Ponnusamy, Tri Quach, Antti Rasila: On Gehring-Hayman Theorem for Harmonic Mappings.

Talks

1. Conjugate Function Method for Numerical Conformal Mappings, A Conference on Computational Complex Analysis and Approximation Theory, June 05-11 2011, Protaras, Cyprus.
2. Conjugate Function Method for Numerical Conformal Mappings, The 7th Conference for Graduate Students in Complex Analysis (KAUS), Chalmers University, January 21-23, 2011, Gothenburg, Sweden.
3. A conjugate function method for conformal mappings, ICM 2010 – Satellite Conference, International Workshop on Harmonic and Quasiconformal Mappings (HQM2010), IIT Madras, August 09-17, 2010, Chennai, India.

Posters

1. Conjugate Function Method for Numerical Conformal Mappings, Laskennallisten tieteiden päivä, September 29, 2010, Kuopio, Finland.
2. Conjugate Function Method for Numerical Conformal Mappings, FinBioNet PhD student symposium 2010 - Visionary Science, September 9-10, 2010, Kuopio, Finland.
3. Conformal modulus of a generalized quadrilateral, The 12th Romanian–Finnish Seminar International Conference on Complex Analysis and Related Topics, August 17–21, 2009, Turku, Finland.