Emily Riehl

Q: What Schools Are Affiliated With Emily Riehl

Emily Riehl is affiliated with the following schools: University of Chicago, Johns Hopkins University, Harvard University

Emily Riehl's AcademicInfluence.com Rankings

Emily Riehl

Mathematics

#2115

World Rank

#3315

Historical Rank

#845

USA Rank

Measure Theory

#3073

World Rank

#3645

Historical Rank

#893

USA Rank

mathematics Degrees

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Mathematics

Why Is Emily Riehl Influential?

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According to Wikipedia, Emily Riehl is an American mathematician who has contributed to higher category theory and homotopy theory. Much of her work, including her PhD thesis, concerns model structures and more recently the foundations of infinity-categories. She is the author of two textbooks and serves on the editorial boards of three journals.

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Emily Riehl'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 Works

∞-Categories for the Working Mathematician (2018) (2571)
Categorical Homotopy Theory (2014) (92)
Homotopy coherent adjunctions and the formal theory of monads (2013) (91)
Basic concepts of enriched category theory (2014) (81)
Use of physician assistants as surgery/trauma house staff at an American College of Surgeons-verified Level II trauma center. (1998) (79)
The theory and practice of Reedy categories (2013) (78)
A necessary and sufficient condition for induced model structures (2015) (74)
Elements of ∞-Category Theory (2022) (70)
A type theory for synthetic ∞-categories (2017) (69)
The 2-category theory of quasi-categories (2013) (64)
Algebraic model structures (2009) (58)
Six model structures for DG-modules over DGAs: model category theory in homological action (2013) (56)
HOMOTOPY (LIMITS AND) COLIMITS (2009) (54)
Fibrations and Yoneda's lemma in an ∞-cosmos (2017) (52)
A sharp bound for the degree of proper monomial mappings between balls (2003) (46)
On the construction of functorial factorizations for model categories (2012) (36)
Left-induced model structures and diagram categories (2014) (33)
Lifting accessible model structures (2018) (32)
Kan extensions and the calculus of modules for $∞$-categories (2015) (30)
Cyclic multicategories, multivariable adjunctions and mates (2014) (30)
A LEISURELY INTRODUCTION TO SIMPLICIAL SETS (2011) (29)
Homotopical resolutions associated to deformable adjunctions (2012) (28)
Categorical notions of fibration (2018) (26)
Coalgebraic models for combinatorial model categories (2014) (26)
On the structure of simplicial categories associated to quasi-categories (2009) (24)
Complicial Sets, an Overture (2016) (23)
Homotopy Type Theory: Univalent Foundations of Mathematics (2013) (23)
Completeness results for quasi-categories of algebras, homotopy limits, and related general constructions (2014) (20)
The comprehension construction (2017) (15)
Monoidal algebraic model structures (2011) (14)
FACTORIZATION SYSTEMS (2008) (14)
FACTORIZATION SYSTEMS (2008) (14)
Directional derivatives and higher order chain rules for abelian functor calculus (2016) (13)
Recognizing Quasi-Categorical Limits and Colimits in Homotopy Coherent Nerves (2018) (12)
BIMODULES AND NATURAL TRANSFORMATIONS FOR ENRICHED ∞-CATEGORIES (2016) (11)
A MODEL STRUCTURE FOR QUASI-CATEGORIES (2012) (9)
Infinity category theory from scratch (2016) (9)
On the construction of limits and colimits in ∞-categories (2018) (8)
On the intersections of polynomials and the Cayley–Bacharach theorem (2003) (8)
Fibrations and Yoneda's lemma in an $\infty$-cosmos (2015) (8)
Levels in the toposes of simplicial sets and cubical sets (2010) (6)
A type theory for synthetic $\infty$-categories (2017) (5)
Cartesian exponentiation and monadicity (2021) (5)
Multivariable adjunctions and mates (2012) (4)
Lubin-Tate Formal Groups and Local Class Field Theory (2006) (4)
TWO-SIDED DISCRETE FIBRATIONS IN 2-CATEGORIES AND BICATEGORIES (2010) (4)
Homotopy coherent structures (2018) (4)
ON THE ∞ -TOPOS SEMANTICS OF HOMOTOPY TYPE THEORY (2022) (4)
Homotopical categories: from model categories to $(\infty,1)$-categories (2019) (3)
INDUCTIVE PRESENTATIONS OF GENERALIZED REEDY CATEGORIES (2017) (3)
An (∞,2)-categorical pasting theorem (2022) (3)
HOMOTOPICAL CATEGORIES: FROM MODEL CATEGORIES TO (∞,)-CATEGORIES (2019) (2)
Higher Dimensional Categories : Model Categories and Weak Factorisation Systems (2007) (2)
Weighted limits and colimits (2009) (1)
ASSOCIATIVITY DATA IN AN (∞, 1)-CATEGORY (2009) (1)
On the construction of limits and colimits in $\infty$-categories (2018) (1)
Fat Chance: Probability from 0 to 1 (2019) (1)
Fat Chance (2019) (1)
Made-to-Order Weak Factorization Systems (2015) (1)
CELLULAR PRESENTATIONS OF GENERALIZED REEDY CATEGORIES (2014) (1)
Homotopy Coherent Adjunctions of Quasi-categories (2012) (1)
Kummer's Special Case of Fermat's Last Theorem (2005) (1)
Natural weak factorization systems in model structures (2009) (1)
Categorical Homotopy Theory: All concepts are Kan extensions (2014) (0)
Cornell Topology Festival 2022 Panel Discussion Path Induction in Homotopy Type Theory (2022) (0)
Categorical Homotopy Theory: A brief tour of Reedy category theory (2014) (0)
Women's History Month (2013) (0)
Categorical tools for homotopy (co)limit computations (2014) (0)
On the $\infty$-topos semantics of homotopy type theory (2022) (0)
Weighted homotopy limits and colimits (2014) (0)
New Directions in Homotopy Theory (2018) (0)
Categorical Homotopy Theory: Derived functors via deformations (2014) (0)
Recognizing Quasi-Categorical Limits and Colimits in Homotopy Coherent Nerves (2020) (0)
A SURVEY OF CATEGORICAL CONCEPTS (2012) (0)
Categorical Homotopy Theory: The unreasonably effective (co)bar construction (2014) (0)
Homotopy limits and colimits: The theory (2014) (0)
SKETCHES OF AN ELEPHANT: AN INTRODUCTION TO TOPOS THEORY (2019) (0)
On $$\infty $$-Cosmoi of Bicategories (2021) (0)
An $(\infty,2)$-categorical pasting theorem (2021) (0)
Pushouts of Dwyer maps are $(\infty,1)$-categorical (2022) (0)
Simplicial categories and homotopy coherence (2014) (0)
polynomials on a line. (2022) (0)
A sampling of 2-categorical aspects of quasi-category theory (2014) (0)
ON THE CONSTRUCTION OF NEW TOPOLOGICAL SPACES FROM EXISTING ONES (2015) (0)
Categorical Homotopy Theory: Homotopy limits and colimits: The practice (2014) (0)
A 2-categorical proof of Frobenius for fibrations defined from a generic point (2022) (0)
The Kan Extension Seminar: An Experimental Online Graduate Reading Course (2014) (0)
Categorical Homotopy Theory: Glossary of Notation (2014) (0)
Categorical Homotopy Theory: Algebraic perspectives on the small object argument (2014) (0)
Preliminaries on quasi-categories (2014) (0)
Could $\infty$-category theory be taught to undergraduates? (2023) (0)
On ∞ -Cosmoi of Bicategories (2022) (0)
Weak factorization systems in model categories (2014) (0)
Characters in Global Equivariant Homotopy Theory (2015) (0)
Does knowledge of 1-category theory provide morally sufficient grounds upon which to fake knowledge of ∞-category theory ? — (2019) (0)
Enriched factorizations and enriched lifting properties (2014) (0)
Could ∞-Category Theory Be Taught to Undergraduates? (2023) (0)
Isomorphisms in quasi-categories (2014) (0)

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What Schools Are Affiliated With Emily Riehl?

Emily Riehl is affiliated with the following schools:

Emily Riehl's Academic­Influence.com Rankings