Arama Sonu&ccedil;lar&#305; - Daralt&#305;lm&#305;&#351;: Tano&#287;lu, Gamze. Thesis advisor. SirsiDynix Enterprise https://catalog.iyte.edu.tr/client/tr_TR/default_tr/default_tr/qf$003dAUTHOR$002509Author$002509Tano$0025C4$00259Flu$00252C$002bGamze.$002bThesis$002badvisor.$002509Tano$0025C4$00259Flu$00252C$002bGamze.$002bThesis$002badvisor.$0026rm$003dTEZ$002bKOLEKSIYONU0$00257C$00257C$00257C1$00257C$00257C$00257C0$00257C$00257C$00257Ctrue$0026te$003dILS$0026ps$003d300$0026isd$003dtrue? 2023-10-04T14:53:40Z Operator splitting method for parabolic partial differential equations: Analyses and applications ent://SD_ILS/0/SD_ILS:392623 2023-10-04T14:53:40Z 2023-10-04T14:53:40Z by&#160;G&uuml;c&uuml;yenen, Nurcan.<br/><a href="http://hdl.handle.net/11147/2947">Access to Electronic Versiyon.</a><br/>Format:&#160;El Yazmas&#305;<br/> Stabilized finite element methods for time dependent convection-diffusion equations ent://SD_ILS/0/SD_ILS:255654 2023-10-04T14:53:40Z 2023-10-04T14:53:40Z by&#160;Baysal, Onur.<br/><a href="http://hdl.handle.net/11147/2934">Access to Electronic Versiyon.</a><br/>Format:&#160;El Yazmas&#305;<br/> Operator splitting methods for non-autonomous differential equations ent://SD_ILS/0/SD_ILS:140735 2023-10-04T14:53:40Z 2023-10-04T14:53:40Z by&#160;Korkut, S&#305;la &Ouml;vg&uuml;.<br/><a href="http://hdl.handle.net/11147/3176">Access to Electronic Version.</a><br/>Format:&#160;El Yazmas&#305;<br/> Higher order symplectic methods for separable hamiltonian equations master of science ent://SD_ILS/0/SD_ILS:27798 2023-10-04T14:53:40Z 2023-10-04T14:53:40Z by&#160;G&uuml;nd&uuml;z, Hakan.<br/><a href="http://hdl.handle.net/11147/3513">Access to Electronic Version.</a><br/>Format:&#160;El Yazmas&#305;<br/> Operator splitting methhods for differential equations ent://SD_ILS/0/SD_ILS:63167 2023-10-04T14:53:40Z 2023-10-04T14:53:40Z by&#160;Yaz&#305;c&#305;, Ye&#351;im.<br/><a href="http://hdl.handle.net/11147/3822">Access to Electronic Version.</a><br/>Format:&#160;El Yazmas&#305;<br/> Higher order symplectic methods based on modified vector fieldes ent://SD_ILS/0/SD_ILS:16277 2023-10-04T14:53:40Z 2023-10-04T14:53:40Z by&#160;Demir, Duygu.<br/><a href="http://hdl.handle.net/11147/3191">Access to Electronic Version.</a><br/>Format:&#160;El Yazmas&#305;<br/> Comparison of geometric integrator methods for hamilton systems ent://SD_ILS/0/SD_ILS:98254 2023-10-04T14:53:40Z 2023-10-04T14:53:40Z by&#160;&#304;neci, P&#305;nar.<br/><a href="http://hdl.handle.net/11147/4062">Access to Electronic Version.</a><br/>Format:&#160;El Yazmas&#305;<br/>