NewEvery arXiv paper, its researchers & institutions — mapped.
papers

Publications (32)

math.CT2014

Enriched indexed categories

Michael Shulman

math.AT2015

The univalence axiom for elegant Reedy presheaves

Michael Shulman

math.AT2019

All $(\infty,1)$-toposes have strict univalent universes

Michael Shulman

math.LO2018

Comparing material and structural set theories

Michael Shulman

math.CT2014

Univalent categories and the Rezk completion

Benedikt Ahrens, Chris Kapulkin, Michael Shulman

math.CT2012

Shadows and traces in bicategories

Kate Ponto, Michael Shulman

math.LO2016

Idempotents in intensional type theory

Michael Shulman

math.CT2015

Enriched categories as a free cocompletion

Richard Garner, Michael Shulman

math.CT2013

Mayer-Vietoris sequences in stable derivators

Moritz Groth, Kate Ponto, Michael Shulman

math.CT2013

Traces in symmetric monoidal categories

Kate Ponto, Michael Shulman

math.AT2013

The multiplicativity of fixed point invariants

Kate Ponto, Michael Shulman

math-ph2014

Quantum Gauge Field Theory in Cohesive Homotopy Type Theory

Urs Schreiber, Michael Shulman

math.CT2014

The linearity of traces in monoidal categories and bicategories

Kate Ponto, Michael Shulman

math.CT2012

Exact completions and small sheaves

Michael Shulman

math.AT2015

Reedy categories and their generalizations

Michael Shulman

math.CT2011

Enhanced 2-categories and limits for lax morphisms

Stephen Lack, Michael Shulman

math.AT2014

The additivity of traces in monoidal derivators

Moritz Groth, Kate Ponto, Michael Shulman

math.CT2017

Brouwer's fixed-point theorem in real-cohesive homotopy type theory

Michael Shulman

math.CT2012

Duality and traces for indexed monoidal categories

Kate Ponto, Michael Shulman

math.CT2011

Comparing composites of left and right derived functors

Michael Shulman

math.LO2013

Calculating the Fundamental Group of the Circle in Homotopy Type Theory

Daniel R. Licata, Michael Shulman

math.CT2018

Contravariance through enrichment

Michael Shulman

math.GN2012

The Shape of Infinity

Michael Shulman

math.LO2016

Homotopy Type Theory: A synthetic approach to higher equalities

Michael Shulman

math.AT2017

The linearity of fixed point invariants

Kate Ponto, Michael Shulman

cs.LO2017

Parametricity, automorphisms of the universe, and excluded middle

Auke Bart Booij, Martín Hötzel Escardó, Peter LeFanu Lumsdaine +1

math.AT2017

Univalence for inverse EI diagrams

Michael Shulman

physics.soc-ph2015

Of Matters Condensed

Michael Shulman, Marc Warner

math.CT2007

Lectures on n-Categories and Cohomology

John C. Baez, Michael Shulman

math.CT2013

Univalence for inverse diagrams and homotopy canonicity

Michael Shulman

math.CT2017

Homotopy type theory: the logic of space

Michael Shulman

math.AT2009

Homotopy limits and colimits and enriched homotopy theory

Michael Shulman