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On generalized null Mannheim curves in E24

Mathematical Methods in the Applied Sciences, 2020
In the present paper, we introduce the notion of Cartan‐framed generalized null Mannheim curves in four‐dimensional semi‐Euclidean space with index 2, . We obtain the Cartan (or Frenet) frames and curvature functions of the generalized Mannheim mate curve by the help of curvature functions and Cartan frames of the generalized null Mannheim curve.
Kazim İlarslan, Nihal Kılıç Aslan
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Edeka feilt an E24/7-Konzept

Lebensmittel Zeitung, 2021
Edekas Roboter-Format „E24/7“ ist seit neun Monaten in Renningen in Betrieb. Die Region Südwest zog nun ein erstes Zwischenfazit auf den EHI-Technologie-Tagen. Verbesserungen wie ein anderes Greifsystem sollen am neuen Standort in Offenburg zum Einsatz kommen.
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MPEC 2023-E24 : 2023 DF2

2023
The Minor Planet Electronic Circulars contain information on unusual minor planets, routine data on comets and natural satellites, and occasional editorial announcements. They are published on behalf of Division F of the International Astronomical Union by the Minor Planet Center, Smithsonian Astrophysical Observatory, Cambridge, MA 02138, U.S.A.
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TIMELIKE HELICES IN THE SEMI-EUCLIDEAN SPACE E24

2022
In this paper, we define timelike curves in R-2(4) and characterize such curves in terms of Frenet frame. Also, we examine the timelike helices of R-2(4), taking into account their curvatures. In addition, we study timelike slant helices, timelike B-1-slant helices, timelike B-2-slant helices in four dimensional semi-Euclidean space, R-2(4).
Aydin, Tuba Agirman   +2 more
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Edeka sieht Kleinfläche E24/7 auf Kurs

Lebensmittel Zeitung, 2023
Edekas Kleinflächenformat E24/7 in Offenburg hat sich nach rund einem Jahr seinen Platz in der Fußgängerzone erobert. Wie Kunden den Standort nutzen, erklärte Edeka vor Kurzem auf der Smart-Stores-Konferenz in Heilbronn.
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