Carsten Schneider

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Johannes BluemleinDESYVerified email at desy.de
Andreas von ManteuffelUniversity of RegensburgVerified email at ur.de
Peter PauleProfessor of Mathematics, RISC, Johannes Kepler UniversityVerified email at risc.jku.at
Manuel KauersJohannes Kepler University, Linz, AustriaVerified email at kauers.de
Helmut ProdingerProfessor, Stellenbosch UniversityVerified email at sun.ac.za
Giulio FalcioniThe University of EdinburghVerified email at ed.ac.uk
Mark van HoeijProfessor of Mathematics, Florida State UniversityVerified email at math.fsu.edu
Stefan GerholdProfessor, TU WienVerified email at fam.tuwien.ac.at
J.A.C. WeidemanProfessor of Applied Mathematics, Stellenbosch UniversityVerified email at sun.ac.za
Kathy DriverUniversity of Cape TownVerified email at uct.ac.za
Evans Doe OcanseyRISC Software GmbHVerified email at aims.ac.za
Lev GlebskyUniversidad Autonoma de San LuisPotosi, MexicoVerified email at cactus.iico.uaslp.mx
George E AndrewsProfessor of Mathematics, Pennsylvania State UnivserityVerified email at math.psu.edu
Joachim SchöberlVienna University of TechnologyVerified email at tuwien.ac.at
Robert OsburnSchool of Mathematics and Statistics, University College DublinVerified email at ucd.ie
Markus KubaFH Technikum Wien; HTBLuVA Wien 5 SpengergasseVerified email at technikum-wien.at
Janusz GluzaSilesia UniversityVerified email at us.edu.pl
Stephan WagnerUppsala UniversityVerified email at math.uu.se
Bruno BuchbergerProfesser for Computer Mathematics, Johannes Kepler UniversityVerified email at jku.at
Wadim ZudilinInstitute for Mathematics, Astrophysics and Particle Physics, Radboud Universiteit NijmegenVerified email at math.ru.nl

Carsten Schneider

Research Institute for Symbolic Computation (RISC), Johannes Kepler University Linz

Verified email at risc.jku.at - Homepage

computer algebra symbolic computation combinatorics special functions computational physics


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Symbolic summation assists combinatorics C Schneider Sém. Lothar. Combin 56 (1-36), B56b, 2007	385	2007
Harmonic sums and polylogarithms generated by cyclotomic polynomials J Ablinger, J Blümlein, C Schneider J. Math. Phys. 52(10), pp. 1-52 52 (10), 1-52, 2011	362	2011
Analytic and algorithmic aspects of generalized harmonic sums and polylogarithms J Ablinger, J Blümlein, C Schneider Journal of Mathematical Physics 54 (8), 2013	276	2013
The Massive Operator Matrix Elements of for the Structure Function and Transversity J Ablinger, J Blümlein, S Klein, C Schneider, F Wissbrock Nuclear Physics B 844 (1), 26-54, 2011	178	2011
Iterated binomial sums and their associated iterated integrals J Ablinger, J Blümlein, CG Raab, C Schneider Journal of Mathematical Physics 55 (11), 2014	171	2014
The 3-loop pure singlet heavy flavor contributions to the structure function and the anomalous dimension J Ablinger, A Behring, J Blümlein, A De Freitas, A Von Manteuffel, ... Nuclear Physics B 890, 48-151, 2015	170	2015
The 3-loop non-singlet heavy flavor contributions and anomalous dimensions for the structure function and transversity J Ablinger, A Behring, J Blümlein, A De Freitas, A Hasselhuhn, ... Nuclear Physics B 886, 733-823, 2014	165	2014
Iterated elliptic and hypergeometric integrals for Feynman diagrams J Ablinger, J Blümlein, A De Freitas, M van Hoeij, E Imamoglu, CG Raab, ... Journal of Mathematical Physics 59 (6), 2018	162	2018
Symbolic summation in difference fields C Schneider PhD thesis, Techn. Rep. 01-17, RISC, JKU Linz, 2001	155	2001
Calculating three loop ladder and V-topologies for massive operator matrix elements by computer algebra J Ablinger, A Behring, J Blümlein, A De Freitas, A von Manteuffel, ... Computer Physics Communications 202, 33-112, 2016	153	2016
Two-loop massive operator matrix elements for unpolarized heavy flavor production to I Bierenbaum, J Blumlein, S Klein, C Schneider Nuclear Physics B 803 (1-2), 1-41, 2008	152	2008
Solving parameterized linear difference equations in terms of indefinite nested sums and products C Schneider Journal of Difference Equations and Applications 11 (9), 799-821, 2005	152	2005
Computer proofs of a new family of harmonic number identities P Paule, C Schneider Advances in Applied Mathematics 31 (2), 359-378, 2003	144	2003
The transition matrix element of the variable flavor number scheme at J Ablinger, J Blümlein, A De Freitas, A Hasselhuhn, A von Manteuffel, ... Nuclear Physics B 882, 263-288, 2014	131	2014
A refined difference field theory for symbolic summation C Schneider Journal of Symbolic Computation 43 (9), 611-644, 2008	130	2008
The Contributions to the Gluonic Operator Matrix Element J Ablinger, J Blümlein, A De Freitas, A Hasselhuhn, A von Manteuffel, ... Nuclear Physics B 885 (280-317), 2014	125*	2014
The three-loop unpolarized and polarized non-singlet anomalous dimensions from off shell operator matrix elements J Blümlein, P Marquard, C Schneider, K Schönwald Nuclear Physics B 971, 115542, 2021	112	2021
Simplifying multiple sums in difference fields C Schneider Computer Algebra in Quantum Field Theory: Integration, Summation and Special …, 2013	110	2013
Determining the closed forms of the anomalous dimensions and Wilson coefficients from Mellin moments by means of computer algebra J Blümlein, M Kauers, S Klein, C Schneider Computer Physics Communications 180 (11), 2143-2165, 2009	108	2009
Parameterized Telescoping Proves Algebraic Independence of Sums C Schneider Annals of Combinatorics 14 (4), 533-552, 2010	107	2010

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