Michael Makkai
Department of Mathematics, McGill University
Phone: 514-398-3812
Fax: 514-398-3899
Curriculum Vitae
The papers below are in PostScript
or pdf format. For hard copy please email me at Makkai@math.mcgill.ca
Papers
- | Download | On Gabbay's proof of the Craig interpolation theorem for
intuitionistic predicate logic (24 pages)
- | Download | Generalized sketches as a framework for completeness theorems (135
pages) This file/paper is in 12 parts.
- | Download | Avoiding the axiom of choice in general category
theory (90 pages) This file/paper is in 7 parts
- | Download | Towards a Categorical Foundation of Mathematics
[in TEX](in: Logic Colloquium '95 , Lecture Notes in
Logic 11, Springer 1998; pp.153-190)
- | Download | First Order Logic with Dependent Sorts, with
Applications to Category Theory
- | Download | The multitopic omega-category of all multitopic
omega-categories
-
- | Download |
The multitopic omega-category of
all multitopic omega-categories; corrected
- | Download |
(with C. Hermida and J. Power) On
weak higher dimensional categories I.
- | Download |
On comparing definitions of
"weak n-category"
A PDF of the previous
(“On comparing definitions of “weak-n-category”)
- | Download | (with V. Harnik and M. Zawadowski) Multitopic
sets are the same as many-to-one computads.
- | Download |
The word problem for computads
A PDF of the
previous (“The word problem for computads”)
Computads and 2 dimensional pasting
diagrams
Computads and Multitopic Sets (with V.
Harnik and M. Zawadowski)
Computads and weak omega-categories. Talk at
CT2007, Carvoeiro (Portugal).
Revisiting the coherence theory of bicategories
and tricategories. Talk at the Category Theory Octoberfest, Montreal, 2008.
Linton sketches. Talk
at the Pare fest, June 2009.
2-dimensional
Gabriel-Ulmer duality. Talk at the ASL Annual Meeting, March 2010, Washington,
D. C.
Semi-strict omega-categories. Talk at
the CMS Annual Meeting, June 2010, Fredericton, N.B.
Rearranging colimits: a categorical lemma due to
Jacob Lurie.
Notes on Set Theory, Part 1
Notes on Set Theory, Part 2
MATH 247
Honours Applied Linear Algebra
MATH 592
Mathematical Logic 2
MATH 338 2009 (temporary)
Publication tree was last
updated 2007 April
For comments or help, please contact M.
Makkai