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The second moment of the heavy quark vector correlator at O(alpha_s^3) is presented.
QCD and Resonance Physics: Applications
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Integration by Parts: The Algorithm to Calculate beta Functions in 4 Loops
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Hadron Properties from QCD Sum Rules
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Heavy Quark Vacuum Polarisation to Three Loops
Chetyrkin, K. G. and Kühn, J. H. and Steinhauser, M · 1996
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Heavy quark current correlators to 𝒪 ( α s 2 ) \mathcal{O}(\alpha_{s}^{2})
Chetyrkin, K. G. and Kühn, J. H. and Steinhauser, M · 1997
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Complete corrections of 𝒪 ( α α s ) \mathcal{O}(\alpha\alpha_{s}) to the decay of the Z Z boson into bottom quarks
Harlander, R. and Seidensticker, T. and Steinhauser, M · 1998
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High-precision calculation of multi-loop Feynman integrals by difference equations
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New features of FORM
Vermaseren, J. A. M · 2000
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MATAD: A program package for the computation of massive tadpoles
Steinhauser, M · 2001
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Determination of α s \alpha_{s} and heavy quark masses from recent measurements of R(s)
Kühn, J. H. and Steinhauser, M · 2002
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High-precision epsilon expansions of massive four-loop vacuum bubbles
Laporta, S · 2002
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Correlator of heavy-quark currents at small q 2 q^{2} in the large- β 0 \beta_{0} limit
Grozin, A. G. and Sturm, C · 2005
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Heavy-quark vacuum polarization: First two moments of the 𝒪 ( α ( s ) 3 n f 2 ) \mathcal{O}(\alpha(s)^{3}n_{f}^{2}) contribution
Chetyrkin, K. G. and Kühn, J. H. and Mastrolia, P. and Sturm, C · 2005
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Four-loop singlet contribution to the rho parameter
Applying Groebner bases to solve reduction problems for Feynman integrals
Smirnov, A. V. and Smirnov, V. A · 2006
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An algorithm to construct Groebner bases for solving integration by parts relations
Smirnov, A. V · 2006
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Calculating four-loop tadpoles with one non-zero mass
Kniehl, B. A. and Kotikov, A. V · 2006
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Hypergeometric representation of a four-loop vacuum bubble
Bejdakic, E. and Schröder, Y · 2006
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Heavy-quark QCD vacuum polarisation function: Analytical results at four loops
Kniehl, B. A. and Kotikov, A. V · 2006
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Strong-coupling constant with flavor thresholds at five loops in the MS-bar scheme
Kniehl, B. A. and Kotikov, A. V. and Onishchenko, A. I. and Veretin, O. L · 2006
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Schröder, Y. and Steinhauser, M · 2005
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Four-loop tadpoles: Applications in QCD
Boughezal, R. and Czakon, M. and Schutzmeier, T · 2006
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Four-loop moments of the heavy quark vacuum polarization function in perturbative QCD
Chetyrkin, K. G. and Kühn, J. H. and Sturm, C · 2006
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Charm and bottom quark masses from perturbative QCD
Boughezal, R. and Czakon, M. and Schutzmeier, T · 2006
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High-Precision Charm-Quark Mass from Current-Current Correlators in Lattice and Continuum QCD
I. Allison et al
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Moments of Heavy Quark Current Correlators at Four-Loop Order in Perturbative QCD
Sturm, C
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Crusher, an automated integral reduction setup.
Marquard, P. and Seidel, D
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Heavy quark masses from sum rules in four-loop approximation
Kühn, J. H. and Steinhauser, M. and Sturm, C · 2007
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Double fermionic contributions to the heavy-quark vacuum polarization
Czakon, M. and Schutzmeier, T · 2007
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Higher Moments of Heavy Quark Correlators in the Low Energy Limit at 𝒪 ( α s 2 ) \mathcal{O}(\alpha_{s}^{2})
Maier, A. and Maierhöfer, P. and Marquard, P · 2008
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