Jan Ptak

I work within the phase-space formalism, which provides a complete description of a system’s state (generalized coordinates and their conjugate variables) and its evolution. This lets me connect classical and quantum perspectives and analyze multi-scale phenomena consistently. I develop a model in which pairs of quanta and nodes act as vertices within dipolar structures, shaping phase trajectories, energy distribution, and transition conditions. I validate the model experimentally (magnetometry, optical setups) and computationally (simulations, data analysis, custom Python/Swift tools). The key stance is relational: no object exists “by itself”—its properties emerge within a network of interactions. The goal is a simple, testable description that leads to clear, falsifiable predictions.