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https://repositum.tuwien.at/handle/20.500.12708/116784
reposiTUm: Course on Analytically Oriented Convexity (5 Hours)
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https://math.ovgu.de/Institute/IMO/Oberseminar+WS26_27/Oberseminar+SoSe25/Connectivity+via+Convexity_+Bounds+on+the+Edge+Expansion+in+Graphs-p-12518.html
Fakultät für Mathematik:: Connectivity via Convexity: Bounds on the Edge Expansion in Graphs
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https://pure.kfupm.edu.sa/en/publications/order-uniform-convexity-in-banach-spaces-with-an-application/fingerprints/?sortBy=alphabetically
Order uniform convexity in banach spaces with an application - Fingerprint - King Fahd University...
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https://www.carmin.tv/fr/collections/giroux-60-convexity-in-contact-and-symplectic-topology
Giroux 60 - Convexity in contact and symplectic topology | Tag | Carmin.tv
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https://arxiv.org/abs/1706.00520
[1706.00520] Convexity properties of presymplectic moment maps
Abstract page for arXiv paper 1706.00520: Convexity properties of presymplectic moment maps
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https://iris.poliba.it/handle/11589/5216
Convexity conditions on the boundary of a stationary spacetime and applications
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https://quadcode.com/glossary/convexity-definition-a-simple-guide-for-investors-and-traders
Convexity Definition: A Simple Guide for Investors and Traders
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https://en.wiktionary.org/wiki/convexity
convexity - Wiktionary, the free dictionary
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https://ems.press/journals/rmi/articles/14298898
Hyperbolic convexity of holomorphic level sets | EMS Press
Iason Efraimidis, Pavel Gumenyuk
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https://musaffa.com/etf/RTYD/
Is Simplify US Small Cap PLUS Downside Convexity ETF Halal? RTYD Shariah Compliance Analysis
Is Simplify US Small Cap PLUS Downside Convexity ETF halal? As of October 2026, Simplify US Small Cap PLUS Downside Convexity ETF (RTYD) is classified as NOT...
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https://epub.ub.uni-muenchen.de/47446/
Convexity and constructive infima
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https://portal.mardi4nfdi.de/wiki/On_the_convexity_of_paths_of_length_two_in_undirected_graphs
On the convexity of paths of length two in undirected graphs - MaRDI portal
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https://journalofconvexanalysis.com/articles/jca28015/
Hidden Convexity in the l_0 Pseudonorm | JCA
The so-called ℓ0 pseudonorm on Rd counts the number of nonzero components of a vector. It is well-known that the ℓ0 pseudonorm is not convex, as its Fenchel…
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