Annika Heckel

Associate senior lecturer/Assistant Professor at Department of Mathematics; Academic staff

Telephone:: +46 18 471 30 20
E-mail:: annika.heckel@math.uu.se
Visiting address:: Ångströmlaboratoriet, Regementsvägen 10
Postal address:: Box 524
751 20 UPPSALA

Download contact information for Annika Heckel at Department of Mathematics; Academic staff

Associate senior lecturer/Assistant Professor at Department of Mathematics; Probability Theory and Combinatorics

Telephone:: +46 18 471 30 20
E-mail:: annika.heckel@math.uu.se
Visiting address:: Ångströmlaboratoriet, Regementsvägen 10
Postal address:: Box 524
751 20 UPPSALA

Download contact information for Annika Heckel at Department of Mathematics; Probability Theory and Combinatorics

Short presentation

I work in combinatorics and probability theory, in particular random graph theory.

Personal website (with list of publications)

Publications

Recent publications

On a Question of Erdős and Gimbel on the Cochromatic Number

Heckel, Annika

Part of The Electronic Journal of Combinatorics, 2024
- DOI for On a Question of Erdős and Gimbel on the Cochromatic Number
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The hitting time of clique factors

Heckel, Annika; Kaufmann, Marc; Mueller, Noela; Pasch, Matija

Part of Random structures & algorithms (Print), p. 275-312, 2024
- DOI for The hitting time of clique factors
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The hitting time of clique factors

Heckel, Annika; Kaufmann, Marc; Mueller, Noela; Pasch, Matija

Part of Proceedings of the 12th European Conference on Combinatorics, Graph Theory and Applications, EUROCOMB 2023, p. 552-560, 2023
- DOI for The hitting time of clique factors
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How does the chromatic number of a random graph vary?

Heckel, Annika; Riordan, Oliver

Part of Journal of the London Mathematical Society, p. 1769-1815, 2023
- DOI for How does the chromatic number of a random graph vary?
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All publications

Articles in journal

Conference papers

The hitting time of clique factors

Heckel, Annika; Kaufmann, Marc; Mueller, Noela; Pasch, Matija

Part of Proceedings of the 12th European Conference on Combinatorics, Graph Theory and Applications, EUROCOMB 2023, p. 552-560, 2023
- DOI for The hitting time of clique factors
- Download full text (pdf) of The hitting time of clique factors