| Erscheinungsdatum | Titel | Autor(en) |
| 2023 | Generating more Realistic Packet Loss Patterns for Wireless links using Neural Networks | Otten, Daniel; Hanel, Thomas; Romer, Tim ; Aschenbruck, Nils |
| 2010 | GENERIC INITIAL IDEALS AND FIBRE PRODUCTS | Conca, Aldo; Roemer, Tim |
| 2012 | Generic tropical varieties | Roemer, Tim ; Schmitz, Kirsten |
| 2020 | GIGANTIC RANDOM SIMPLICIAL COMPLEXES | Grygierek, Jens; Juhnke-Kubitzke, Martina ; Reitzner, Matthias ; Romer, Tim ; Rondigs, Oliver |
| 2017 | Gigantic random simplicial complexes | Grygierek, Jens; Juhnke-Kubitzke, Martina ; Reitzner, Matthias ; Römer, Tim ; Röndigs, Oliver |
| 2008 | Glicci simplicial complexes | Nagel, Uwe; Roemer, Tim |
| 2008 | Grobner bases and Betti numbers of monoidal complexes | Bruns, Winfried ; Koch, Robert; Roemer, Tim |
| 2007 | h-Vectors of Gorenstein polytopes | Bruns, Winfried ; Roemer, Tim |
| 2009 | Homological properties of Orlik-Solomon algebras | Kaempf, Gesa; Roemer, Tim |
| 2005 | Initial algebras of determinantal rings, Cohen-Macaulay and Ulrich ideals | Bruns, W ; Romer, T ; Wiebe, A |
| 2013 | INITIAL ALGEBRAS OF PFAFFIAN RINGS | De Negri, Emanuela; Roemer, Tim |
| 2022 | INVARIANT CHAINS IN ALGEBRA AND DISCRETE GEOMETRY | Kahle, Thomas; Van Le, Dinh; Roemer, Tim |
| 2011 | Koszul cycles | Bruns, W. ; Conca, A.; Römer, T. |
| 2011 | Koszul homology and syzygies of Veronese subalgebras | Bruns, Winfried ; Conca, Aldo; Roemer, Tim |
| 2019 | Learning algebraic decompositions using Prony structures | Kunis, Stefan ; Römer, Tim ; von der Ohe, Ulrich |
| 2020 | Learning algebraic decompositions using Prony structures | Kunis, Stefan ; Römer, Tim ; von der Ohe, Ulrich |
| 2020 | Learning algebraic decompositions using Prony structures | Kunis, Stefan ; Roemer, Tim ; von der Ohe, Ulrich |
| 2009 | Linearity defects of modules over commutative rings | Iyengar, Srikanth B.; Roemer, Tim |
| 2005 | Note on bounds for multiplicities | Romer, T |
| 2008 | ON ALGEBRAS ASSOCIATED TO PARTIALLY ORDERED SETS | Brun, Morten; Romer, Tim |
