Tapia Garcia, S. (2024). Recurrence and vectors escaping to infinity for Lipschitz operators. Journal of Mathematical Analysis and Applications, 530(2), Article 127658. https://doi.org/10.1016/j.jmaa.2023.127658 ( reposiTUm)
Daniilidis, A., & Quincampoix, M. (2024). Extending the Rademacher Theorem to Set-Valued Maps. SIAM Journal on Optimization, 34(2), 1784–1798. https://doi.org/10.1137/22M1538831 ( reposiTUm)
Daniilidis, A., & Salas, D. (2024). Steepest Geometric Descent for Regularized Quasiconvex Functions. Set-Valued and Variational Analysis, 32(3), Article 28. https://doi.org/10.1007/s11228-024-00731-5 ( reposiTUm)
Daniilidis, A., Le, M. T., & Salas, D. (2024). Metric compatibility and determination in complete metric spaces. Mathematische Zeitschrift, 308(4), Article 62. https://doi.org/10.1007/s00209-024-03609-2 ( reposiTUm)
Daniilidis, A., Deville, R., & Tapia-García, S. (2024). All convex bodies are in the subdifferential of some everywhere differentiable locally Lipschitz function. Proceedings of the London Mathematical Society, 129(5), Article e70007. https://doi.org/10.1112/plms.70007 ( reposiTUm)
Daniilidis, A., & Drusvyatskiy, D. (2023). The slope robustly determines convex functions. Proceedings of the American Mathematical Society, 151(11), 4751–4756. https://doi.org/10.1090/proc/16503 ( reposiTUm)
Beiträge in Tagungsbänden
Aubin, P.-C. (2024). Extending convexity and gradient descent: a framework for general costs. In International Centre for Scientific Culture “E. Majorana” School of Mathematics “G. Stampacchia” (Ed.), Advances in Nonlinear Analysis and Optimization: Book of Abstracts (pp. 3–4). ( reposiTUm)
Daniilidis, A. (2024). Differentiable Lipschitz functions can be highly pathological. In "77th VARIATIONAL ANALYSIS AND APPLICATIONS” ABSTRACTS OF LECTURES AND SHORT COMMUNICATIONS (pp. 7–7). ( reposiTUm)
Daniilidis, A. (2024). Subdifferential remoteness, Metric Slopes and Abstract Descent operators. In International Centre for Scientific Culture “E. Majorana” School of Mathematics “G. Stampacchia” (Ed.), Advances in Nonlinear Analysis and Optimization: Book of Abstracts (pp. 7–8). ( reposiTUm)
Daniilidis, A. (2024). Many functions are completely determined by their slope and their critical values. In Nonlinear Partial Differential Equations in Salzburg 2024: Book of Abstracts (pp. 5–5). ( reposiTUm)
Daniilidis, A. (2024). Unilateral analysis, orientation and determination. In French-German-Spanish Conference on Optimization (Ed.), FGS 2024: French-German-Spanish Conference on Optimization: Book of Abstracts (pp. 29–29). 2024 Universidad de Oviedo. http://hdl.handle.net/20.500.12708/200867 ( reposiTUm)
Daniilidis, A. (2024). The role of asymmetry in applied analysis. In International Workshop Variational Analysis and Optimization II Book of Abstracts (pp. 5–5). ( reposiTUm)
Leger, F., & Aubin, P.-C. (2024). Extending convexity and gradient descent: a framework for general costs based on alternating minimization. In Journees SMAI MODE (pp. 15–15). http://hdl.handle.net/20.500.12708/198947 ( reposiTUm)
Präsentationen
Daniilidis, A. (2024, January 18). The use of slopes in convex and nonsmooth analysis [Presentation]. Wissenschaftliches Seminar aus Bildverarbeitung und Inverse Probleme, Graz, Austria. ( reposiTUm)
Daniilidis, A. (2024, March 18). Descent operators in convex and nonsmooth analysis [Presentation]. OptAzur, Nice, France. ( reposiTUm)
Daniilidis, A. (2024, April 17). Slope determination: from convex to Lipschitz continuous functions [Presentation]. NCSU Differential Equations/Nonlinear Analysis Seminar, Raleigh, North Carolina, United States of America (the). ( reposiTUm)
Aubin, P.-C. (2024, June 7). Alternating minimization and gradient descent with c(x,y) cost [Conference Presentation]. One World Optimization Seminar in Vienna, Wien, Austria. ( reposiTUm)
Aubin, P.-C. (2024, May 15). Optimizing my distributions and proving convergence, or how to look into the mirror [Presentation]. SWM Colloquium, Wien, Austria. ( reposiTUm)
Armeniakos, S. (2024, January 31). Rectifiability of self-contracted and λ- curves [Conference Presentation]. Calculus of Variations in Siena, Siena, Italy. ( reposiTUm)
Armeniakos, S. (2024, April 18). Isoperimetry for log-concave measures in the Euclidean Space [Presentation]. privatissimum of the research units for Convex and Discrete Geometry and Geometric Analysis, Wien, Austria. ( reposiTUm)
Daniilidis, A. (2024, October 29). Sensitivity analysis of convex functions [Conference Presentation]. Research Workshop on Control and Optimization 2024, Haifa, Israel. http://hdl.handle.net/20.500.12708/206133 ( reposiTUm)
Aubin, P.-C. (2023, October 24). Extending convexity and gradient descent: a framework for general costs [Presentation]. Faculty of Mathematics Seminar, Wien, Austria. ( reposiTUm)
Aubin, P.-C. (2023, September 7). Alternating minimization and some generalizations of convexity [Presentation]. AKOR Seminar, Wien, Austria. ( reposiTUm)
Aubin, P.-C. (2023, November 24). Extending convexity and gradient descent: a framework for general costs [Conference Presentation]. 3rd Austrian Calculus of Variations Day 2023, Vienna, Austria. ( reposiTUm)
Daniilidis, A. (2023, September 21). Asymmetric free spaces and canonical asymmetrizations [Conference Presentation]. ÆSY TO DEFINE, HARD TO ANALYSE : FIRST CONFERENCE ON LIPSCHITZ FREE SPACES, Besancon, France. ( reposiTUm)
Armeniakos, S. (2023, October 5). Isoperimetry for log-concave measures in the Euclidean space [Presentation]. AKOR Seminar 2023, Wien, Austria. ( reposiTUm)
Daniilidis, A. (2023, September 14). Using slopes to determine continuous functions in metric spaces [Conference Presentation]. International VAO2023, Messina, Italy. ( reposiTUm)
Aubin, P.-C. (2023, December 7). The reproducing kernels underlying LQ control and Kalman filtering, and their duality [Presentation]. Machine Learning and Dynamical Systems Seminar 2023, Austria. ( reposiTUm)
