57 citations · 310 across the 15 of their papers we have counts for
17 papers
Model-independent analysis of processes
Rigo Bause, Hector Gisbert, Marcel Golz +1
We perform a model-independent analysis of processes to test the standard model and probe flavor patterns of new physics. Constraints on Wilson coefficients are obtai…
Null test BSM searches with rare charm baryon decays
Marcel Golz, Gudrun Hiller, Tom Magorsch
Rare processes uniquely probe flavor in the Standard Model and beyond from the up-type quark sector. Opportunities to search for BSM physics in ch…
Pinning down couplings with rare charm baryon decays
Marcel Golz, Gudrun Hiller, Tom Magorsch
We study the full angular distribution of semileptonic rare charm baryon decays in which the secondary baryon undergoes weak decay with sizable polarization parameter, $Ξ_c^+\toΣ^+…
Dineutrino modes probing lepton flavor violation
Rigo Bause, Hector Gisbert, Marcel Golz +1
-invariance links charged dilepton and dineutrino couplings. This connection can be established using the…
Null test searches for BSM physics with rare charm decays
Marcel Golz
Semileptonic Flavor Changing Neutral Current decays of charmed hadrons uniquely probe the up-sector of the Standard Model. Clean null test observables, such as CP-asymmetries, lept…
Interplay of dineutrino modes with semileptonic rare -decays
Rigo Bause, Hector Gisbert, Marcel Golz +1
We present a systematic global analysis of dineutrino modes , , and charged dilepton transitions. We derive improved or even ent…
Probing for New Physics with Rare Charm Baryon (, , ) Decays
Marcel Golz, Gudrun Hiller, Tom Magorsch
We analyze rare charm baryon decays within the standard model and beyond. We identify all null test observables in unpolarized , decays, and st…
Physics reach of and other charming null test opportunities
Marcel Golz
We discuss possibilities to test physics beyond the Standard Model in semileptonic, hadronic and missing energy decay modes. Clean null test observab…
Theoretical and experimental status of rare charm decays
Hector Gisbert, Marcel Golz, Dominik Stefan Mitzel
Rare charm decays offer the unique possibility to explore flavour-changing neutral-currents in the up-sector within the Standard Model and beyond. Due to the lack of effective meth…
Rare charm dineutrino null tests for -machines
Rigo Bause, Hector Gisbert, Marcel Golz +1
Rare transitions into dineutrinos are strongly GIM-suppressed and constitute excellent null tests of the standard model. While branching ratios of …
Lepton universality and lepton flavor conservation tests with dineutrino modes
Rigo Bause, Hector Gisbert, Marcel Golz +1
-invariance links charged dilepton and dineutrino couplings. Phenomenological implications are worked out for flavor changing neutral currents involving strange, charm, be…
Exploiting CP-asymmetries in rare charm decays
Rigo Bause, Hector Gisbert, Marcel Golz +1
We analyze patterns from CP-violating new physics (NP) in hadronic and semileptonic rare charm transitions. Observation of direct CP-violation in h…
The New Physics Reach of Null Tests with and Decays
Rigo Bause, Marcel Golz, Gudrun Hiller +1
processes are unique probes of flavor physics in the up-sector within and beyond the Standard Model (SM). SM tests with rare semileptonic charm meson decays are based…
Dodgson polynomial identities
Marcel Golz
Dodgson polynomials appear in Schwinger parametric Feynman integrals and are closely related to the well known Kirchhoff (or first Symanzik) polynomial. In this article a new combi…
Contraction of Dirac matrices via chord diagrams
Marcel Golz
Chord diagrams and combinatorics of word algebras are used to model products of Dirac matrices, their traces, and contractions. A simple formula for the result of arbitrary contrac…
New graph polynomials in parametric QED Feynman integrals
Marcel Golz
In recent years enormous progress has been made in perturbative quantum field theory by applying methods of algebraic geometry to parametric Feynman integrals for scalar theories.…
Graphical functions in parametric space
Marcel Golz, Erik Panzer, Oliver Schnetz
Graphical functions are positive functions on the punctured complex plane which arise in quantum field theory. We generalize a parametric integral repr…