Below are listed representative examples of research areas and projects
that can become a subject of a bachelor, master or doctoral work with
prof. Glazek as an advisor and/or a co-author, primarily using the
renormalization group procedure for effective particles (**RGPEP**).

### Standard Model Hamiltonian theory of scattering - tree level

### Standard Model Hamiltonian theory of scattering - running couplings

### Standard Model Hamiltonian theory of bound states

### Path-integral renormalization based on similarity principle

### Three-body forces in nucleons in a simplified QCD

### Computation of heavy hadron masses in front form of QCD using the RGPEP and simplifying assumptions

### Leading scale-dependence of electric charge in effective Hamiltonian for massive QED

### Collisions of gluon strings in colliders

### Evolution of quark and gluon masses in QCD in lowest orders of PT and beyond

### Model of proton-proton diffractive scattering at high energies

### Photon mass contribution to the muon anomalous magnetic moment

### Derivation of the Schroedinger equation from quantum field theory

### Bound-state space- and time-like form factors in various dimensions

### Models soluble using the RGPEP

### Renormalization of charge currents in the limit of vanishing longitudinal momentum transfer

If you are interested in learning more about these and related issues,
you should schedule by email an appointment with prof. Glazek for discussion.

Last updated on February 20, 2022.