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- Piotr Kosinski
- 1999

We describe the local D=4 field theory on κ–deformed Minkowski space as nonlocal relativistic field theory on standard Minkowski space–time. For simplicity the case of κ-deformed scalar field φ with… (More)

- Piotr Kosinski
- 2000

We consider local field theory on κ-deformed Minkowski space which is an example of solvable Lie-algebraic noncommutative structure. Using integration formula over κ-Minkowski space and κ-deformed… (More)

- Leszek Bednorz, Lukasz Myczko, Piotr Kosinski
- Journal of applied genetics
- 2004

Dormant buds collected from 35 wild service trees (Sorbus torminalis) in the Bytyń Forest were tested with horizontal gel electrophoresis to assess the genetic structure of the population. Among 16… (More)

- Stefan Giller, Cezary Gonera, Piotr Kosinski
- 1996

The infinitesimal action of κ-Poincaré group on κ-Minkowski space is computed both for generators of κ-Poincaré algebra and those of Woronowicz generalized Lie algebra. The notion of invariant… (More)

- Agnieszka Kijanka, Piotr Kosinski
- 2004

Energy spectrum of isotropic harmonic oscillator as a function of noncommutativity parameter Θ is studied. It is shown that for a dense set of values of Θ the spectrum is degenerated and the algebra… (More)

- Katarzyna Bolonek, Piotr Kosinski
- 2007

The structure of Pais-Uhlenbeck oscillator in the equal-frequency limit has been recently studied by Mannheim and Davidson [Phys.Rev. A71 (2005), 042110]. It appears that taking this limit , as… (More)

- Grzegorz Iszkuło, Piotr Kosinski, Michał Ł Hajnos
- Acta Physiologiae Plantarum
- 2012

Like other species of the genus Taxus, European yew trees contain taxanes, including paclitaxel (T) and its precursor 10-deacetylbaccatin III (10-DAB). Taxanes are one of the most effective… (More)

- Piotr Kosinski
- 2002

We discuss the definition of particle velocity in doubly relativity theories. The general formula relating velocity and fourmomentum of particle is given. ∗supported by KBN grant 2 P03B 134 16

- Cezary Gonera, Piotr Kosinski
- 2008

The differential calculus on n-dimensional quantum Minkowski space covariant with respect to left action of κ-Poincaré group is constructed and its uniqueness is shown.

The κ−Poincare group and its algebra in an arbitrary basis are constructed. The κ−deformation of the Weyl group and its algebra in any dimentions and in the reference frame in which g00 = 0 are… (More)