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Qu'est-ce (qui) est norm$53716$ - définition
HIGH LEVEL OF PERFORMANCE IN CHESS REQUIRED TO RECEIVE A TITLE (E.G. GRANDMASTER) FROM FIDE
GM norm; Grandmaster norm; Chess norm; IM norm; Norm chess
Matrix norm
NORM ON A VECTOR SPACE OF MATRICES
Frobenius norm; Matrix p-norm; Matrix norms; Spectral norm; Frobenius matrix norm; Induced norm; Trace norm; Sub-multiplicative norm; Submultiplicative norm; Nuclear norm; Subordinate norm
In mathematics, a matrix norm is a vector norm in a vector space whose elements (vectors) are matrices (of given dimensions).
Norm (group)
IN GROUP THEORY, CHARACTERISTIC INTERSECTION OF THE NORMALIZERS OF ALL ITS SUBGROUPS
Baer norm
In mathematics, in the field of group theory, the norm of a group is the intersection of the normalizers of all its subgroups. This is also termed the Baer norm, after Reinhold Baer.
Gowers norm
Uniformity norm
In mathematics, in the field of additive combinatorics, a Gowers norm or uniformity norm is a class of norms on functions on a finite group or group-like object which quantify the amount of structure present, or conversely, the amount of randomness. They are used in the study of arithmetic progressions in the group.
Wikipédia
Norm (chess)
A norm in chess is a high level of performance in a chess tournament. The level of performance is typically measured in tournament performance rating above a certain threshold (for instance, 2600 for GM norm), and there is a requirement on the level of tournament, for instance by a prescribed minimal number of participants of given title/level one meets. Several norms are among the requirements to receive a title such as Grandmaster from FIDE.
