Eugenia Cheng

Q: What Schools Are Affiliated With Eugenia Cheng

Eugenia Cheng is affiliated with the following schools: School of the Art Institute of Chicago, University of Cambridge, University of Sheffield

Why Is Eugenia Cheng Influential?

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According to Wikipedia, Eugenia Loh-Gene Cheng is a British mathematician and concert pianist. Her mathematical interests include higher category theory, and as a pianist she specialises in lieder and art song. She is also passionate about explaining mathematics to non-mathematicians to rid the world of math phobia, often using entertaining analogies with food and baking. Cheng is a scientist-in-residence at the School of the Art Institute of Chicago.

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Eugenia Cheng's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Papers

Weak n -categories: opetopic and multitopic foundations (2003) (44)
Iterated distributive laws (2007) (37)
Pseudo-distributive Laws (2003) (35)
Comparing operadic theories of $n$-category (2008) (31)
Cyclic multicategories, multivariable adjunctions and mates (2014) (29)
The periodic table of n-categories for low dimensions I: degenerate categories and degenerate bicategories (2007) (28)
The category of opetopes and the category of opetopic sets. (2003) (28)
The periodic table of $n$-categories for low dimensions II: degenerate tricategories (2007) (21)
Weak n -categories: comparing opetopic foundations (2003) (20)
An ω-category with all Duals is an ω-groupoid (2007) (18)
A direct proof that the category of 3-computads is not cartesian closed (2012) (14)
THE PERIODIC TABLE OF n-CATEGORIES II: DEGENERATE TRICATEGORIES (2011) (13)
Distributive laws for Lawvere theories (2011) (12)
A note on the Penon definition of $n$-category (2009) (11)
Towards an -category of cobordisms. (2007) (10)
Monad interleaving: A construction of the operad for Leinster’s weak ω-categories (2003) (10)
A relationship between trees and Kelly–Mac Lane graphs (2003) (9)
Opetopic bicategories: comparison with the classical theory (2003) (7)
Iterated icons (2013) (6)
The theory of opetopes via Kelly-Mac Lane graphs (2003) (6)
How to Bake Pi: An Edible Exploration of the Mathematics of Mathematics (2015) (5)
WEAK ∞-CATEGORIES VIA TERMINAL COALGEBRAS (2019) (5)
Multivariable adjunctions and mates (2012) (5)
An alternative characterisation of universal cells in opetopic n-categories (2003) (4)
Higher-Dimensional Category Theory The architecture of mathematics (1)
Distributive Laws for Lawvere Theories (Invited Talk) (2021) (1)
The Art of Logic in an Illogical World (2018) (1)
Cakes, custard + category theory : easy recipes for understanding complex mathematics (2015) (1)
Weak $\infty$-categories via terminal coalgebras. (2012) (1)
4 N ov 2 01 9 WEAK ∞-CATEGORIES VIA TERMINAL COALGEBRAS (2019) (0)
Monad interleaving: a construction of the operad for Leinster's weak $\omega$-categories (2003) (0)
On the combinatorial structure of En-operads (2006) (0)
The Joy of Abstraction (2022) (0)
Weak vertical composition (2022) (0)
Weak \omega-categories via terminal coalgebras (2012) (0)
Bringing maths to life (2022) (0)
IC16: How To Bake Pi (2016) (0)
C T ] 2 1 A pr 2 00 3 Weak n-categories : opetopic and multitopic foundations (0)