Richard Lärkäng

Senior Lecturer at Algebra and geometry

Working within the area of complex analysis in several variables, in particular with singularitites and residue currents.

Source: chalmers.se
Image of Richard Lärkäng

Showing 27 publications

2023

Norm Estimates for the ∂¯ -Equation on a Non-reduced Space

Mats Andersson, Richard Lärkäng
Journal of Geometric Analysis. Vol. 33 (7)
Journal article
2022

Chern Forms of Hermitian Metrics with Analytic Singularities on Vector Bundles

Richard Lärkäng, Hossein Raufi, Martin Sera et al
Indiana University Mathematics Journal. Vol. 71 (5), p. 153-189
Journal article
2022

Chern currents of coherent sheaves

Richard Lärkäng, Elizabeth Wulcan
Epijournal de Geometrie Algebrique. Vol. 6
Journal article
2020

Estimates for the ∂¯ -Equation on Canonical Surfaces

Mats Andersson, Richard Lärkäng, Jean Ruppenthal et al
Journal of Geometric Analysis. Vol. 30 (3), p. 2974-3001
Journal article
2020

On a mixed Monge-Ampere operator for quasiplurisubharmonic functions with analytic singularities

Richard Lärkäng, Martin Sera, Elizabeth Wulcan
Bulletin of the London Mathematical Society. Vol. 52 (1), p. 77-93
Journal article
2019

A comparison formula for residue currents

Richard Lärkäng
Mathematica Scandinavica. Vol. 125 (1), p. 39-66
Journal article
2019

The ∂¯ -equation on a non-reduced analytic space

Mats Andersson, Richard Lärkäng
Mathematische Annalen. Vol. 374 (1-2), p. 553-599
Journal article
2018

Chern forms of singular metrics on vector bundles

Richard Lärkäng, Hossein Raufi, Jean Ruppenthal et al
Advances in Mathematics. Vol. 326, p. 465-489
Journal article
2018

Koppelman Formulas on Affine Cones Over Smooth Projective Complete Intersections

Richard Lärkäng, Jean Ruppenthal
Indiana University Mathematics Journal. Vol. 67 (2), p. 753-780
Journal article
2018

Residue Currents and Fundamental Cycles

Richard Lärkäng, Elizabeth Wulcan
Indiana University Mathematics Journal. Vol. 67 (3), p. 1085-1114
Journal article
2018

Elementary construction of residue currents associated to Cohen-Macaulay ideals

Richard Lärkäng, Emmanuel Mazzilli
Annales de lInstitut Fourier. Vol. 68 (1), p. 377-391
Journal article
2016

Extending holomorphic maps from Stein manifolds into affine toric varieties

Richard Lärkäng, F. Larusson
Proceedings of the American Mathematical Society. Vol. 144 (11), p. 4613-4626
Journal article
2016

Koppelman formulas on the A_1-singularity

Richard Lärkäng, Jean Ruppenthal
Journal of Mathematical Analysis and Applications. Vol. 437 (1), p. 214-240
Journal article
2015

Residue currents with prescribed annihilator ideals on singular varieties

Richard Lärkäng
Mathematische Zeitschrift. Vol. 279 (1), p. 333-358
Journal article
2014

Computing residue currents of monomial ideals using comparison formulas

Richard Lärkäng, Elizabeth Wulcan
Bulletin des Sciences Mathematiques. Vol. 138 (3), p. 376-392
Journal article
2013

Various approaches to products of residue currents

Richard Lärkäng, Håkan Samuelsson Kalm
Journal of Functional Analysis. Vol. 264 (1), p. 118-138
Journal article
2013

On the duality theorem on an analytic variety

Richard Lärkäng
Mathematische Annalen. Vol. 355 (1), p. 215-234
Journal article
2012

Residue currents associated with weakly holomorphic functions

Richard Lärkäng
Arkiv for Matematik. Vol. 50 (1), p. 135-164
Journal article
2012

A comparison formula for residue currents

Richard Lärkäng
Preprint
2012

Computing residue currents of monomial ideals using comparison formulas

Richard Lärkäng, Elizabeth Wulcan
Preprint
2012

Residue currents on singular varieties

Richard Lärkäng
Doctoral thesis
2010

Residue currents on analytic spaces

Richard Lärkäng
Licentiate thesis
2010

Various approaches to products of residue currents

Richard Lärkäng, Håkan Samuelsson Kalm
Preprint
2010

On the duality theorem on an analytic variety

Richard Lärkäng
Preprint

Download publication list

You can download this list to your computer.

Filter and download publication list

As logged in user (Chalmers employee) you find more export functions in MyResearch.

You may also import these directly to Zotero or Mendeley by using a browser plugin. These are found herer:

Zotero Connector
Mendeley Web Importer

The service SwePub offers export of contents from Research in other formats, such as Harvard and Oxford in .RIS, BibTex and RefWorks format.

There are no projects.
There might be more projects where Richard Lärkäng participates, but you have to be logged in as a Chalmers employee to see them.