Chuhe Lin

Institut für Mathematik
Institut für Mathematik, Universität Zürich
Winterthurerstrasse 190
CH-8057 Zürich

E-Mail:
Office: Y27J40

Working group:

Prof. Dr. Stefan Sauter

Vita

Since Jan 2023: PhD student in numerical analysis, applied mathematics, Switzerland
Oct 2019 - Jul 2022: Master in Technomathematik, Germany
Sept 2015 - Jul 2019 : Bachelor in mathematics and applied mathematics, P.R.China

Research

List of Publications

C. Lin, J.M. Melenk, S. Sauter
The Green’s function for an acoustic half-space problem with impedance boundary conditions. Part I: Representation formula
(submitted 2024) arXiv: 2408.03108
C. Lin, J.M. Melenk, S. Sauter
The Green’s function for an acoustic, half-space impedance problem. Part II: Analysis of the slowly varying and the plane wave component.
(submitted 2024) arXiv:2408.03587

Google Scholar

Lectures & Seminars

FS 25

Student seminars

MAT820.1

Numerisches Praktikum

17.15-18.15

Y27H12

Stefan Sauter

Lectures

MAT121.1

Analysis I

13.00-14.45

Y15G60

13.00-14.45

Y15G40

MAT121.2

Exercises Analysis I (Deutsch)

08.00-09.45

Y27H35/36

MAT121.2

Exercises Analysis I (Deutsch)

15.00-16.45

Y27H12

MAT121.2

Exercises Analysis I (Deutsch)

08.00-09.45

Y27H12

MAT121.2

Exercises Analysis I Gr Physik

Y22-F-68 (Deutsch) / Y22-F-62 (Deutsch) / Y21-F-70 (English)

Publications

Chuhe Lin, Jens Markus Melenk, Stefan Sauter (2024). The Green’s function for an acoustic, half-space impedance problem. Part II: Analysis of the slowly varying and the plane wave component.. (submitted 2024)

Chuhe Lin, Jens Markus Melenk, Stefan Sauter (2024). The Green’s function for an acoustic half-space problem with impedance boundary conditions. Part I: Representation formula. appeared with new title "An Explicit Factorization of the Green's Function for an Acoustic Half-Space Problem with Impedance Boundary Conditions into an Oscillatory Exponential and a Slowly Varying Function" in
Math. Meth. Appl. Sci. 2025 (online first) link, . 10.1002/mma.11064