Convexity
81Strikt konvexer Raum — Strikt konvexe Räume werden im mathematischen Teilgebiet der Funktionalanalysis betrachtet. Es handelt sich um normierte Räume, deren Norm bestimmte geometrische Eigenschaften hat, die für die Optimierungstheorie wichtig sind. Inhaltsverzeichnis… …
82Sign — Any abnormality that indicates a disease process, such as a change in appearance, sensation, or function, that is observed by a physician when evaluating a patient. * * * 1. Any abnormality indicative of disease, discoverable on examination of… …
83Czesław Olech — Born May 22, 1931 (1931 05 22) (age 80) Pińczów, Poland Nationality Polish …
84Fixed-income attribution — refers to the process of measuring returns generated by various sources of risk in a fixed income portfolio, particularly when multiple sources of return are active at the same time. For example, the risks affecting the return of a bond portfolio …
85Camber — Cam ber, n. [Of. cambre bent, curved; akin to F. cambrer to vault, to bend, fr. L. camerare to arch over, fr. camera vault, arch. See {Chamber}, and cf. {Camerate}.] 1. (Shipbuilding) An upward convexity of a deck or other surface; as, she has a… …
86Camber arch — Camber Cam ber, n. [Of. cambre bent, curved; akin to F. cambrer to vault, to bend, fr. L. camerare to arch over, fr. camera vault, arch. See {Chamber}, and cf. {Camerate}.] 1. (Shipbuilding) An upward convexity of a deck or other surface; as, she …
87Camber beam — Camber Cam ber, n. [Of. cambre bent, curved; akin to F. cambrer to vault, to bend, fr. L. camerare to arch over, fr. camera vault, arch. See {Chamber}, and cf. {Camerate}.] 1. (Shipbuilding) An upward convexity of a deck or other surface; as, she …
88Hyponasty — Hy po*nas ty, n. (Bot.) Downward convexity, or convexity of the inferior surface. [1913 Webster] …
89camber — I. verb (cambered; cambering) Etymology: French cambrer, from Middle French cambre curved, from Latin camur Date: 1627 intransitive verb to curve upward in the middle transitive verb 1. to arch slightly 2. to impart camber to …
90Brouwer fixed point theorem — In mathematics, the Brouwer fixed point theorem is an important fixed point theorem that applies to finite dimensional spaces and which forms the basis for several general fixed point theorems. It is named after Dutch mathematician L. E. J.… …
