रोमानियन मध्ये NORMÁT म्हणजे काय?
रोमानियन शब्दकोशातील «normát» ची
मूळ व्याख्या पाहण्यासाठी क्लिक करा.
मराठी मधील व्याख्येचे
स्वयंचलित भाषांतर पाहण्यासाठी क्लिक करा.
रोमानियन शब्दकोशातील normát व्याख्या
नॉर्मट अं. एम., पी एल सामान्य; एफ. सर्वसामान्य प्रमाण, पीएल नियम normát adj. m., pl. normáți; f. sg. normátă, pl. normáte
रोमानियन शब्दकोशातील «normát» ची
मूळ व्याख्या पाहण्यासाठी क्लिक करा.
मराठी मधील व्याख्येचे
स्वयंचलित भाषांतर पाहण्यासाठी क्लिक करा.
«NORMÁT» संबंधित रोमानियन पुस्तके
खालील ग्रंथसूची निवडीमध्ये
normát चा वापर शोधा. रोमानियन साहित्यामध्ये वापराचा संदर्भ देण्यासाठी
normát शी संबंधित पुस्तके आणि त्याचे थोडक्यात उतारे.
1
Methods in Banach Space Theory - Pagina 154
0 —> P,, —> Pn+1 —> 5,, —> 0 in+i to obtain an isometric enlargement in+1 : P” —> Pn+1 such that every norm one operator F], —> P,, can be extended to an operator lg“) —> n+1 with norm at most H321 1 + 5,. Let lim P” be the inductive limit ...
Jesus M. F. Castillo, William B. Johnson, 2006
2
Non-Commutative Spectral Theory for Affine Function Spaces ...
In this section we shall be concerned with weakly continuous positive projections on either A or V and with norm at most 1. For such a projection the dual projection p" will also be of norm at most 1 by virtue of (2.1). We also note the following ...
Erik Magnus Alfsen, Frederic W. Shultz, 1976
3
Geometric Aspects of Functional Analysis: Israel Seminar ...
where the aj are successive and of norm at most 1. (c) The special functionals, as defined in the previous section. (d') Functionals of the form act = Sy”, where S is an admissible operator and |y"|| < 1. The functionals in class (d') can be further ...
Joram Lindenstrauss, Vitali Milman, 2012
4
Algebraic Number Theory - Pagina 167
As x I yi(01), for some 01 e ZK, we have N(x) I N(y)N(i(01)) I iNK/Q(01), and so NK/Q(01) < M. Only finitely many ideals of ZK have norm at most M; since any element of norm at most M would generate a principal ideal of norm at most M, ...
5
Epsilon of Room, One - Pagina 65
Then the real part ρ := Re(λ) : Y → R is a continuous real-linear functional on Y (now viewed as a real normed vector space rather than a complex one), which has operator norm at most 1 (in fact, it is equal to 1, though we will not need this).
6
Delay Equations, Approximation and Application: ... - Pagina 128
If (X,Y, T) has property SIN, then ok each x é T either attains its norm at a point in Y or not at all. PROOF. If some x” e T attained its norm at a point x € S(X) but at no point in Y, then for every y e Y with |y| = 1 (=|x|), x (x) = |x || > x (y). Hence (X, Y ...
MEINARDUS, NÜRNBERGER, 2013
This instance, and any instance, of Argument-Type One involves rising from a norm at the level of things (the times in the first premiss) to a consequential norm concerning senses that present those things. This is the motivation for the label “the ...
Christopher Peacocke, 2008
8
Interpolation and Sidon Sets for Compact Groups - Pagina 172
1. Show that f I (1/2h)1[1h7h] >r< 1[Ah,h] has A(T)-norm 1 and that f has graph the triangle of width 4h and height 1. 2. Use two triangles to find f C A(T) of norm at most 3, support in [—2h, 2h] and equal to 1 on [—h, 3. Use two triangles to show ...
Colin Graham, Kathryn E. Hare, 2013
9
Methods of Geometric Analysis in Extension and Trace Problems
If the restriction of f∈ ̇X|S to every subset S ⊂ S with card S ≤ 3·2d(n,l) admits an extension to an l-jet from ̇X of norm at most 1, then f extends to an l-jet from ̇X of norm at most c(n, l). We prove this by proceeding along the line of the proof ...
Alexander Brudnyi, Prof. Yuri Brudnyi Technion R&D Foundation Ltd, 2011
10
Middle Leadership in Schools: Harmonising Leadership and ...
Building on existing development strategies to facilitate pupils' performances on the NC approaching the national norm at KS3. Academic year 2007-08 GCSE, vocational and AS and A2 grades to be raised by 5 per cent on previous year.
