From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals. / Moffatt, Iain.

European Congress of Mathematics Portorož, 20–26 June. 2021.

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Forthcoming

Standard

From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals. / Moffatt, Iain.

European Congress of Mathematics Portorož, 20–26 June. 2021.

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Harvard

Moffatt, I 2021, From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals. in European Congress of Mathematics Portorož, 20–26 June.

APA

Moffatt, I. (Accepted/In press). From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals. In European Congress of Mathematics Portorož, 20–26 June

Vancouver

Moffatt I. From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals. In European Congress of Mathematics Portorož, 20–26 June. 2021

Author

Moffatt, Iain. / From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals. European Congress of Mathematics Portorož, 20–26 June. 2021.

BibTeX

@inproceedings{36a89361d15a42348a8a02f98d228200,
title = "From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals",
abstract = "To what extent is a graph determined by the trees in it? What changes if we ask this question not for graphs in the abstract, but graphs that are embedded on surfaces? By considering these questions we will see how a collection of seemingly disjoint topics in mathematics are brought together through the idea of a partial dual.",
author = "Iain Moffatt",
year = "2021",
month = oct,
day = "2",
language = "English",
booktitle = "European Congress of Mathematics Portoro{\v z}, 20–26 June",

}

RIS

TY - GEN

T1 - From matrix pivots to graphs in surfaces: exploring combinatorics through partial duals

AU - Moffatt, Iain

PY - 2021/10/2

Y1 - 2021/10/2

N2 - To what extent is a graph determined by the trees in it? What changes if we ask this question not for graphs in the abstract, but graphs that are embedded on surfaces? By considering these questions we will see how a collection of seemingly disjoint topics in mathematics are brought together through the idea of a partial dual.

AB - To what extent is a graph determined by the trees in it? What changes if we ask this question not for graphs in the abstract, but graphs that are embedded on surfaces? By considering these questions we will see how a collection of seemingly disjoint topics in mathematics are brought together through the idea of a partial dual.

M3 - Conference contribution

BT - European Congress of Mathematics Portorož, 20–26 June

ER -