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Back to the list of the institutes
Publications
Tomasz Maszczyk
2018
Piotr Hajac and
Tomasz Maszczyk
,
Pullbacks and nontriviality of associated noncommutative vector bundles
,
Journal Of Noncommutative Geometry
12 (4) 2018, p. 1341–1358.
see in PBN
2015
Tomasz Maszczyk
and Serkan Sutlu,
Cyclic Homology and Quantum Orbits
,
Symmetry Integrability And Geometry-methods And Applications
11 (41) 2015, p. 1–27.
see in PBN
2012
Tomasz Maszczyk
,
Splitting Polynomials in Noncommutative Algebras
,
Communications In Algebra
40 2012, p. 4130–4146.
see in PBN
2011
Tomasz Maszczyk
,
Computing genus zero Gromov-Witten invariants of Fano varieties
,
Journal Of Geometry And Physics
61 2011, p. 1079–1092.
see in PBN
Tomasz Maszczyk
,
Division with remainder in algebras with valuation
,
Monatshefte Fur Mathematik
164 (2) 2011, p. 183–199.
see in PBN
2008
Tomasz Maszczyk
and Grzegorz Świrszcz,
Some remarks on origami and its limitations
,
Demonstratio Mathematica
41 (2) 2008, p. 474–480.
see in PBN
Tomasz Maszczyk
,
O wyższości “loi suprême” Hoene-Wrońskiego nad wzorem Bürmanna-Lagrange’a
, in:
Hoene-Wroński: życie, matematyka i filozofia
, IM PAN, Warszawa 2008.
see in PBN
2007
Tomasz Maszczyk
,
On special rational curves in Grassmannians
,
Archiv Der Mathematik
88 2007, p. 323–332.
see in PBN
2006
Tomasz Maszczyk
,
One-dimensional infinitesimal-birational duality through differential operators
,
Fundamenta Mathematicae
191 2006, p. 23–43.
see in PBN
Tomasz Maszczyk
,
A pairing between super Lie-Rinehart and periodic cyclic homology
,
Communications In Mathematical Physics
263 2006, p. 737–747.
see in PBN
2004
Tomasz Maszczyk
,
On the classification of degree two algebras
,
Journal Of Algebra
281 2004, p. 508–517.
see in PBN
2002
Tomasz Maszczyk
and
Andrzej Weber
,
Koszul duality for modules over Lie algebras
,
Duke Mathematical Journal
112 ((3)) 2002, p. 511–520.
see in PBN
2001
Tomasz Maszczyk
, K Rusek and S Łojasiewcz,
On the Weierstrass division
,
Zeszyty Naukowe Uniwersytetu JagielloŃskiego, Seria: Acta Mathematica
39 2001, p. 49–58.
see in PBN