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Mihail Cocos
Observed names:
Cocos, Mihail,
M Cocos,
M. Cocos
Observed institutions:
Weber State University,
University of Minnesota
ORCID:
0000-0002-3653-4130
Observed ORCID:
0000-0002-3653-4130
OpenAlex ID:
A5045633075
A note on symmetric connections
2005
·
M. Cocos
·
Journal of Geometry and Physics
·
6
A Note on Locally Metric Connections
2019
·
Mihail Cocos
·
Mathematics and Statistics
·
2
PDF
Music By Numbers
2011
·
Mihail Cocos
, Shawn Fowers
·
arXiv (Cornell University)
·
2
The deformation of flat connections and affine manifolds
2009
·
Mihail Cocos
·
Geometriae Dedicata
·
1
Musical Modes, their Associated Chords and their Musicality
2022
·
Mihail Cocos
, Kent Kidman
·
Recreational mathematics magazine
PDF
At equilibrium, a fixed-length bidimensional closed string, in tension, built with uniform unit mass along its perimeter, situated in a gravitational field, and separating fluids of different densities, will have a circular shape.
2022
·
Mihail Cocos
, Silviu Dorian Chelaru
·
Research Square
PDF
Skewable Matrices over ∧2V Applied to Locally Metric Connections
2017
·
Mihail Cocos
, Kent Kidman
·
Universal Journal of Applied Mathematics
PDF
Skewable matrices over $\wedge^2 V$ applied to locally metric connections
2016
·
Cocos, Mihail
, Kidman, Kent
·
arXiv (Cornell University)
PDF
Pointwise metric compatible connections and a conjecture of Chern on affine manifolds
2015
·
Mihail Cocos
·
arXiv (Cornell University)
Quasi-metric connections and a conjecture of Chern on affine manifolds
2015
·
Mihail Cocos
·
arXiv (Cornell University)
Proof of Chern conjecture for flat affine manifolds
2015
·
Cocos, Mihail
·
arXiv (Cornell University)
PDF
Zero sets and factorization of polynomials of two variables
2012
·
Balaich, Micki
, Cocos, Mihail
·
arXiv (Cornell University)
PDF
Music By Numbers
2011
·
Cocos, Mihail
, Fowers, Shawn
·
arXiv (Cornell University)
PDF
On the Commutativity of an Element and its Derivative in a Finite Dimensional Algebra
2011
·
Mihail Cocos
, Ogden Ut
Bounded harmonic 1-forms on complete manifolds
2008
·
M. Cocos
·
Proceedings of the American Mathematical Society
PDF
On the topology of compact affine manifolds
2005
·
Cocos, Mihail
·
arXiv (Cornell University)
PDF
Some New Results on L2 Cohomology of Negatively Curved Riemannian Manifolds
2005
·
M. Cocos
·
Canadian Journal of Mathematics
PDF
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Works count:
24
Citation count:
11
H-index:
2
I10-index:
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