Szemberg, Tomasz
Szemberg, Tomasz (1967- ).
Tomasz Szemberg mathématicien polonais
VIAF ID: 161664449 ( Personal )
Permalink: http://viaf.org/viaf/161664449
Preferred Forms
- 100 1 _ ‡a Szemberg, Tomasz
- 100 1 _ ‡a Szemberg, Tomasz
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- 100 1 _ ‡a Szemberg, Tomasz
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- 100 0 _ ‡a Tomasz Szemberg ‡c mathématicien polonais
4xx's: Alternate Name Forms (8)
5xx's: Related Names (2)
Works
Title | Sources |
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Combinatorial Structures in Algebra and Geometry : NSA 26, Constanța, Romania, August 26-September 1, 2018 | |
Counterexamples to the I⁽3⁾ ⊂ I2 containment | |
Czworokąt dwuśrodkowy | |
Embeddings of general blowups of abelian surfaces | |
Equations defining reducible Kummer surfaces in P5 | |
General blow-ups of the projective plane | |
Geometria i średnie | |
Geometry of the locus of polynomials of degree 4 with iterative roots | |
Grosses Buch der Mathematik | |
Intersections of quadrics in P5, Kummer surfaces and their moduli | |
Kompendium matematyka / Katja Maria Delventhal, Alfred Kissner, Malte Kulick. - Warszawa, 2002. | |
Konfiguracje prostych i stożkowych : [praca zbiorowa] | |
Line arrangements with the maximal number of triple points | |
Linear subspaces, symbolic powers and Nagata type conjectures | |
Matematyka : kompendium : [wzory i reguły, liczne przykłady z rozwiązaniami, od elementarnych działań do matematyki wyższej] | |
Negative curves on special rational surfaces | |
New results on fat points schemes in P² | |
Nierówność nierówności nierówna | |
Phenomenological approach to algebraic geometry | |
Points fattening on P¹ x P¹ and symbolic powers of bi-homogeneous ideals | |
Projective quartics revisited | |
Resurgences for ideals of special point configurations in Pⁿ coming from hyperplane arrangements | |
Seshadri fibrations on algebraic surfaces | |
Symbolic powers of planar point configurations II | |
Twierdzenie Ponceleta dla trójkątów | |
Unexpected properties of the Klein configuration of 60 points in P3 | |
Unexpected surfaces singular on lines in P³ | |
Very General Monomial Valuations of P2 and a Nagata Type Conjecture |