Since an old observation by Beenakker et al, the evaluation of QCD processes in dimensional reduction has repeatedly led to terms that seem to violate the QCD factorization theorem. We reconsider the example of the process gg->ttbar and show that the factorization problem can be completely resolved. A natural interpretation of the seemingly non-factorizing terms is found, and they are rewritten in a systematic and factorized form. The key to the solution is that the D- and (4-D)-dimensional parts of the 4-dimensional gluon have to be regarded as independent partons
We compute the two-loop corrections to the massless quark form factor $\gamma^* \to q\bar q$ and glu...
We discuss the applicability of the k T factorization theorem to low-p T hadron production in ha...
The issue of choosing a factorization scale in perturbative QCD is examined in detail. First a previ...
AbstractSince an old observation by Beenakker et al., the evaluation of QCD processes in dimensional...
Since an old observation by Beenakker et al., the evaluation of QCD processes in dimensional reducti...
We discuss the difference between n-dimensional regularization and n-dimensional reduction for proce...
The relationship between high-energy factorization and the factorization theorem of mass singulariti...
AbstractFour years ago, one of us introduced a novel subtraction scheme [1] for the evaluation of do...
We consider variants of dimensional regularization, including the four-dimensional helicity scheme (...
We consider variants of dimensional regularization, including the four-dimensional helicity scheme (...
AbstractWe discuss how to apply regularization by dimensional reduction for computing hadronic cross...
AbstractWe consider variants of dimensional regularization, including the four-dimensional helicity ...
AbstractThe two-loop relations between the running gluino–quark–squark coupling, the gluino and the ...
We show that existing proofs of factorization imply the cancellation of certain multiladder contribu...
We calculate the complete quark and gluon cusp anomalous dimensions in four-loop massless QCD analyt...
We compute the two-loop corrections to the massless quark form factor $\gamma^* \to q\bar q$ and glu...
We discuss the applicability of the k T factorization theorem to low-p T hadron production in ha...
The issue of choosing a factorization scale in perturbative QCD is examined in detail. First a previ...
AbstractSince an old observation by Beenakker et al., the evaluation of QCD processes in dimensional...
Since an old observation by Beenakker et al., the evaluation of QCD processes in dimensional reducti...
We discuss the difference between n-dimensional regularization and n-dimensional reduction for proce...
The relationship between high-energy factorization and the factorization theorem of mass singulariti...
AbstractFour years ago, one of us introduced a novel subtraction scheme [1] for the evaluation of do...
We consider variants of dimensional regularization, including the four-dimensional helicity scheme (...
We consider variants of dimensional regularization, including the four-dimensional helicity scheme (...
AbstractWe discuss how to apply regularization by dimensional reduction for computing hadronic cross...
AbstractWe consider variants of dimensional regularization, including the four-dimensional helicity ...
AbstractThe two-loop relations between the running gluino–quark–squark coupling, the gluino and the ...
We show that existing proofs of factorization imply the cancellation of certain multiladder contribu...
We calculate the complete quark and gluon cusp anomalous dimensions in four-loop massless QCD analyt...
We compute the two-loop corrections to the massless quark form factor $\gamma^* \to q\bar q$ and glu...
We discuss the applicability of the k T factorization theorem to low-p T hadron production in ha...
The issue of choosing a factorization scale in perturbative QCD is examined in detail. First a previ...