@article{UBHD-69085704, author={Bartsch, Thomas and Kern, Marietta}, title={Bifurcation of steady states in a modified Belousov-Zhabotinskiĭ reaction}, year={1993}, pages={105-124}, language={eng}, issn={1230-3429}, volume={2}, number={1}, note={Gesehen am 14.06.2023}, journal={Topological methods in nonlinear analysis}, } @book{UBHD-69082108, author={Bartsch, Thomas and Clapp, Mónica}, title={Critical point theory for indefinite functionals with symmetries}, publisher={Univ., Mathematisches Inst.}, address={Heidelberg}, year={1994}, pages={32 Seiten}, language={eng}, number={ARRAY(0x55aff1950b20)}, series={Topologie und nichtkommutative Geometrie}, } @article{UBHD-69076857, author={Bartsch, Thomas and Li, Shujie}, title={Critical point theory for asymptotically quadratic functionals and applications to problems with resonance}, year={1997}, pages={419-441}, language={eng}, issn={1873-5215}, volume={28}, number={3}, note={Elektronische Reproduktion der Druck-Ausgabe 19. Mai 1998 ; Gesehen am 17.05.2023}, journal={Nonlinear analysis}, doi={10.1016/0362-546X(95)00167-T}, } @book{UBHD-69082111, author={Bartsch, Thomas and Wang, Zhi-Qiang}, title={Existence and multiplicity results for some superlinear elliptic problems on RN}, publisher={Univ., Mathematisches Inst.}, address={Heidelberg}, year={1994}, pages={18, 2 Seiten}, language={eng}, number={ARRAY(0x55aff1998a48)}, series={Topologie und nichtkommutative Geometrie}, } @article{UBHD-69076861, author={Bartsch, Thomas and Wang, Zhi-Qiang}, title={Existence and multiplicity results for some superlinear elliptic problems on RN}, year={1995}, pages={1725-1741}, language={eng}, issn={1532-4133}, volume={20}, number={9/10}, note={Elektronische Reproduktion der Druck-Ausgabe 08. Mai 2007 ; Im Titel ist der Buchstabe "N" hochgestellt ; Gesehen am 17.05.2023}, journal={Communications in partial differential equations}, doi={10.1080/03605309508821149}, } @book{UBHD-69082109, author={Bartsch, Thomas}, title={A generalization of the Weinstein-Moser theorems on periodic orbits of a Hamiltonian system near an equilibrium}, publisher={Univ., Mathematisches Inst.}, address={Heidelberg}, year={1994}, pages={26 Seiten}, language={eng}, number={ARRAY(0x55aff1962788)}, series={Topologie und nichtkommutative Geometrie}, } @article{UBHD-69084463, author={Bartsch, Thomas and Willem, Michel}, title={Infinitely many radial solutions of a semilinear elliptic problem on RN}, year={1993}, pages={261-276}, language={eng}, issn={1432-0673}, volume={124}, number={3}, note={Im Titel ist der Buchstabe "N" hochgestellt ; Gesehen am 12.06.2023}, journal={Archive for rational mechanics and analysis}, doi={10.1007/BF00953069}, } @article{UBHD-69084466, author={Bartsch, Thomas and Willem, Michel}, title={Infinitely many nonradial solutions of a euclidean scalar field equation}, year={1993}, pages={447-460}, language={eng}, issn={1096-0783}, volume={117}, number={2}, note={Elektronische Reproduktion der Druck-Ausgabe 25. Mai 2002 ; Gesehen am 12.06.2023}, journal={Journal of functional analysis}, doi={10.1006/jfan.1993.1133}, } @article{UBHD-69085700, author={Bartsch, Thomas}, title={Infinitely many solutions of a symmetric Dirichlet problem}, year={1993}, pages={1205-1216}, language={eng}, issn={1873-5215}, volume={20}, number={10}, note={Elektronische Reproduktion der Druck-Ausgabe 25. M{\"a}rz 2002 ; Gesehen am 14.06.2023}, journal={Nonlinear analysis}, doi={10.1016/0362-546X(93)90151-H}, } @article{UBHD-69080593, author={Bartsch, Thomas and Willem, Michel}, title={Periodic solutions of non-autonomous Hamiltonian systems with symmetries.}, year={1994}, pages={149-159}, language={ger}, issn={1435-5345}, volume={451}, number={451}, note={Gesehen am 30.05.2023}, journal={Journal f{\"u}r die reine und angewandte Mathematik}, doi={10.1515/crll.1994.451.149}, } @book{UBHD-69082110, author={Bartsch, Thomas and Wang, Zhi-Qiang}, title={Periodic solutions of even Hamiltonian systems on the torus}, publisher={Univ., Mathematisches Inst.}, address={Heidelberg}, year={1994}, pages={15, 2 Seiten}, language={eng}, number={ARRAY(0x55aff199d868)}, series={Topologie und nichtkommutative Geometrie}, } @article{UBHD-69084484, author={Bartsch, Thomas}, title={A simple proof of the degree formula for (Z/p)-equivariant maps/p)-equivariant maps}, year={1993}, pages={285-292}, language={eng}, issn={1432-1823}, volume={212}, number={1}, note={Gesehen am 12.06.2023}, journal={Mathematische Zeitschrift}, doi={10.1007/BF02571658}, } @book{UBHD-69084170, author={Bartsch, Thomas}, title={Topological methods for variational problems with symmetries}, publisher={Springer Berlin Heidelberg}, address={Berlin, Heidelberg}, year={1993}, pages={1 Online-Ressource (X, 158 Seiten)}, language={eng}, isbn={978-3-540-48099-0 and 978-3-540-57378-4}, number={ARRAY(0x55aff19b6760)}, series={Lecture notes in mathematics}, doi={10.1007/BFb0073859}, keywords={Variationsproblem / Symmetrie / Kritischer Punkt / Morse-Theorie}, } @book{UBHD-34103359, author={Bartsch, Thomas}, title={Topological methods for variational problems with symmetries}, publisher={Springer}, address={Berlin ; Heidelberg [u.a.]}, year={1993}, pages={X, 152 S.}, language={eng}, isbn={3-540-57378-X and 0-387-57378-X and 978-3-540-57378-4 and 978-0-387-57378-6}, number={ARRAY(0x55aff1956cc8)}, series={Lecture notes in mathematics}, note={Literaturverz. S. [142] - 149}, keywords={Variationsproblem / Symmetrie / Kritischer Punkt / Morse-Theorie}, library={MA [Signatur: Barts] ; MA [Signatur: LNM HB::1560] ; PY [Signatur: PY/SK 660 B294]}, }