Bruns, Winfried

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Full Name
Bruns, Winfried
 
Variants
Bruns, W
Bruns, Winfried
 
 
FIS NetID
 
Country
Germany
 
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Publications

101-120 von 149

ErscheinungsdatumTitelAutor(en)
1012012The computation of generalized Ehrhart series in NormalizBruns, Winfried ; Söger, Christof
1022013Relations between the minors of a generic matrixBruns, Winfried ; Conca, Aldo; Varbaro, Matteo
1032013Binomial regular sequences and free sumsBruns, Winfried 
1042014Recent developments in NormalizBruns, W. ; Söger, C.
1052014PARTITIONS OF SINGLE EXTERIOR TYPEBruns, Winfried ; Varbaro, Matteo
1062015The computation of generalized Ehrhart series in NormalizBruns, Winfried ; Soeger, Christof
1072015Quantum jumps of normal polytopesBruns, Winfried ; Gubeladze, Joseph; Michałek, Mateusz
1082015Maximal minors and linear powersBruns, Winfried ; Conca, Aldo; Varbaro, Matteo
1092016Quantum Jumps of Normal PolytopesBruns, Winfried ; Gubeladze, Joseph; Michalek, Mateusz
1102016The power of pyramid decomposition in NormalizBruns, Winfried ; Ichim, Bogdan; Soeger, Christof
1112016The subdivision of large simplicial cones in NormalizBruns, Winfried ; Sieg, Richard; Söger, Christof
1122016The subdivision of large simplicial cones in normalizBruns, W. ; Sieg, R.; Söger, C.
1132016A remark on regularity of powers and products of idealsBruns, Winfried ; Conca, Aldo
1142016Products of Borel fixed ideals of maximal minorsBruns, Winfried ; Conca, Aldo
1152016Hilbert Regularity of Stanley-Reisner RingsBruns, Winfried ; Saremi, Hero
1162017Unimodular triangulations of simplicial cones by short vectorsBruns, Winfried ; von Thaden, Michael
1172017Computations of volumes and Ehrhart series in four candidates electionsBruns, Winfried ; Ichim, Bogdan; Söger, Christof
1182017A remark on regularity of powers and products of idealsBruns, Winfried ; Conca, Aldo
1192017Products of Borel fixed ideals of maximal minorsBruns, Winfried ; Conca, Aldo
1202017HILBERT REGULARITY OF Z-GRADED MODULES OVER POLYNOMIAL RINGSBruns, Winfried ; Moyano-Fernandez, Julio Jose; Uliczka, Jan