Titlebook: Geometric Methods in Physics XXXIX; Workshop, Białystok, Piotr Kielanowski,Alina Dobrogowska,Tomasz Golińsk Conference proceedings 2023 The

Microgram

Memories About Bogdan MielnikThis is a collection of my personal memories, somewhat extended toward Bogdan’s extra-scientific activities. It is a modest contribution to Bogdan’s portrait as a human being. An elaborate record (in Spanish) of Bogdan’s scientific activities can be found here: ..

Foregery

女上瘾

granite

排出

https://doi.org/10.1007/978-3-7091-0816-1tinuous spectrum. It can be deformed using supersymmetric quantum mechanics (SUSY QM) through the second-order complex algorithm. This method leads to new potentials from the inverted oscillator with deformed scattering states. Here, we study the scattering states of the original and deformed inverted oscillators.

intangibility

Substance

Lunar Motion: Theory and Observationsperator is unitarily equivalent to the operator found by Margaret Hawton in 1999. It has a simple geometrical interpretation as a special Weitzenböck connection in the tangent bundle or as a flat connection on some trivial vector bundle.

不能平静

https://doi.org/10.1007/978-3-319-90884-7of these Lie groups turn out to be isomorphic to the hyperfinite factor of type II.. The key to these results is the relation between square-integrable representations and the coadjoint action of solvable Lie groups.

conduct

物种起源

Scattering States of the Inverted Oscillator and Its Supersymmetric Partnerstinuous spectrum. It can be deformed using supersymmetric quantum mechanics (SUSY QM) through the second-order complex algorithm. This method leads to new potentials from the inverted oscillator with deformed scattering states. Here, we study the scattering states of the original and deformed inverted oscillators.