Edit Profile (opens in new tab) Ludwig, Ursula Beate Author ID: ludwig.ursula-beate Published as: Ludwig, Ursula; Ludwig, Ursula Beate Homepage: https://www.uni-due.de/~hm0213/ External Links: MGP Documents Indexed: 17 Publications since 2004, including 1 Book Co-Authors 17 single-authored all top 5 Serials 6 Comptes Rendus. Mathématique. Académie des Sciences, Paris 3 Annales de l’Institut Fourier 1 Duke Mathematical Journal 1 Journal für die Reine und Angewandte Mathematik 1 Mathematische Nachrichten 1 Mathematische Zeitschrift 1 Transactions of the American Mathematical Society 1 International Journal of Mathematics all top 5 Fields 16 Global analysis, analysis on manifolds (58-XX) 6 Manifolds and cell complexes (57-XX) 4 Several complex variables and analytic spaces (32-XX) 3 Differential geometry (53-XX) 2 Algebraic geometry (14-XX) 2 Dynamical systems and ergodic theory (37-XX) 2 Algebraic topology (55-XX) 1 Ordinary differential equations (34-XX) 1 Partial differential equations (35-XX) Publications by Year all cited Publications top 5 cited Publications Citations contained in zbMATH Open 13 Publications have been cited 35 times in 12 Documents Cited by ▼ Year ▼ The Witten complex for singular spaces of dimension two with cone-like singularities. Zbl 1215.58004Ludwig, Ursula 7 2011 Comparison between two complexes on a singular space. Zbl 1367.58009Ludwig, Ursula 4 2017 A proof of the stratified Morse inequalities for singular complex algebraic curves using the Witten deformation. (Une preuve des inegalités de Morse pour les courbes algébriques singulières utilisant la déformation de Witten.) Zbl 1242.32006Ludwig, Ursula 4 2011 The Witten deformation for even dimensional conformally conic manifolds. Zbl 1479.58011Ludwig, Ursula 4 2013 The geometric complex for algebraic curves with cone-like singularities and admissible Morse functions. Zbl 1207.58014Ludwig, Ursula 3 2010 A complex in Morse theory computing intersection homology. (Un complexe en théorie de Morse qui calcule l’homologie d’intersection.) Zbl 1387.55009Ludwig, Ursula 3 2017 Morse-Smale-Witten complex for gradient-like vector fields on stratified spaces. Zbl 1131.58008Ludwig, Ursula 2 2007 The Witten complex for algebraic curves with cone-like singularities. Zbl 1166.32015Ludwig, Ursula 2 2009 An extension of a theorem by Cheeger and Müller to spaces with isolated conical singularities. (Une extension d’un résultat de Cheeger et Müller pour un espace à singularités coniques isolées.) Zbl 1466.58010Ludwig, Ursula 2 2018 The Witten deformation for even dimensional spaces with cone-like singularities and admissible Morse functions. (La déformation de Witten sur des espaces singuliers de dimension paire á singularités coniques.) Zbl 1203.53074Ludwig, Ursula 1 2010 The geometric complex for algebraic curves with cone-like singularities and admissible Morse functions. Zbl 1168.58016Ludwig, Ursula 1 2009 An index formula for the intersection Euler characteristic of an infinite cone. (Un théorème de l’indice pour la caractéristique d’Euler d’intersection d’un cône infini.) Zbl 1361.58012Ludwig, Ursula 1 2017 Comparison between two complexes on a singular space. Zbl 1263.58004Ludwig, Ursula 1 2012 An extension of a theorem by Cheeger and Müller to spaces with isolated conical singularities. (Une extension d’un résultat de Cheeger et Müller pour un espace à singularités coniques isolées.) Zbl 1466.58010Ludwig, Ursula 2 2018 Comparison between two complexes on a singular space. Zbl 1367.58009Ludwig, Ursula 4 2017 A complex in Morse theory computing intersection homology. (Un complexe en théorie de Morse qui calcule l’homologie d’intersection.) Zbl 1387.55009Ludwig, Ursula 3 2017 An index formula for the intersection Euler characteristic of an infinite cone. (Un théorème de l’indice pour la caractéristique d’Euler d’intersection d’un cône infini.) Zbl 1361.58012Ludwig, Ursula 1 2017 The Witten deformation for even dimensional conformally conic manifolds. Zbl 1479.58011Ludwig, Ursula 4 2013 Comparison between two complexes on a singular space. Zbl 1263.58004Ludwig, Ursula 1 2012 The Witten complex for singular spaces of dimension two with cone-like singularities. Zbl 1215.58004Ludwig, Ursula 7 2011 A proof of the stratified Morse inequalities for singular complex algebraic curves using the Witten deformation. (Une preuve des inegalités de Morse pour les courbes algébriques singulières utilisant la déformation de Witten.) Zbl 1242.32006Ludwig, Ursula 4 2011 The geometric complex for algebraic curves with cone-like singularities and admissible Morse functions. Zbl 1207.58014Ludwig, Ursula 3 2010 The Witten deformation for even dimensional spaces with cone-like singularities and admissible Morse functions. (La déformation de Witten sur des espaces singuliers de dimension paire á singularités coniques.) Zbl 1203.53074Ludwig, Ursula 1 2010 The Witten complex for algebraic curves with cone-like singularities. Zbl 1166.32015Ludwig, Ursula 2 2009 The geometric complex for algebraic curves with cone-like singularities and admissible Morse functions. Zbl 1168.58016Ludwig, Ursula 1 2009 Morse-Smale-Witten complex for gradient-like vector fields on stratified spaces. Zbl 1131.58008Ludwig, Ursula 2 2007 all cited Publications top 5 cited Publications Cited by 5 Authors 10 Ludwig, Ursula Beate 1 Álvarez López, Jesús Antonio 1 Brasselet, Jean-Paul 1 Calaza, Manuel 1 Franco, Carlos all top 5 Cited in 8 Serials 3 Comptes Rendus. Mathématique. Académie des Sciences, Paris 2 Annales de l’Institut Fourier 1 Duke Mathematical Journal 1 Journal für die Reine und Angewandte Mathematik 1 Mathematische Zeitschrift 1 Transactions of the American Mathematical Society 1 Annals of Global Analysis and Geometry 1 International Journal of Mathematics all top 5 Cited in 10 Fields 11 Global analysis, analysis on manifolds (58-XX) 5 Several complex variables and analytic spaces (32-XX) 5 Manifolds and cell complexes (57-XX) 2 Algebraic geometry (14-XX) 2 Differential geometry (53-XX) 2 Algebraic topology (55-XX) 1 Category theory; homological algebra (18-XX) 1 Ordinary differential equations (34-XX) 1 Partial differential equations (35-XX) 1 Dynamical systems and ergodic theory (37-XX) Citations by Year