Factbites
 Where results make sense
About us   |   Why use us?   |   Reviews   |   PR   |   Contact us  

Topic: Uniform norm


Related Topics

In the News (Sat 28 Nov 09)

  
  Uniform convergence - Wikipedia, the free encyclopedia
In the mathematical field of analysis, uniform convergence is a type of convergence stronger than pointwise convergence.
It is therefore plain that uniform convergence implies pointwise convergence.
Then uniform convergence simply means convergence in the uniform norm topology.
en.wikipedia.org /wiki/Uniform_convergence   (1106 words)

  
 I
Uniformity, and thus certainty of the law can only be achieved through uniform interpretation and application, which require the person dealing with the convention to interpret it autonomously, which means detached from his national legal context.
Thus, uniformity of the law concerning the applicable rate of interest is fairly desirable and even necessary to promote the actual raison d'être of the Convention, namely the unification of the sales law within one internationally applicable body of law.
Uniform Law on the International Sale of Goods and the Uniform Law on the Formation of Contracts for the International Sale of Goods, both signed at the UN Hague Diplomatic Conference on the 1st of July 1964, reprinted in (1972) UNTS 107 and in (1972) 834 UNTS 169.
www.cisg.law.pace.edu /cisg/biblio/garbers.html   (9680 words)

  
 Authentic Kiltie Uniform
This is the same uniform worn by current and traditional Scottish regiments.
Uniforms are purchased from Scotland and are a major expense to the Kiltie organization.
Uniform parts, flag equipment, swords, drums and/or any additional equipment issued must be paid in full if lost or misplaced.
www.rhskiltieband.com /uniform.htm   (1207 words)

  
 CJM - Convex Polynomial Approximation in the Uniform Norm: Conclusion
CJM - Convex Polynomial Approximation in the Uniform Norm: Conclusion
Convex Polynomial Approximation in the Uniform Norm: Conclusion
Estimating the degree of approximation in the uniform norm, of a convex function on a finite interval, by convex algebraic polynomials, has received wide attention over the last twenty years.
journals.cms.math.ca /cgi-bin/vault/view/kopotun4409   (197 words)

  
 PlanetMath: $C^n$ norm
norm is always finite as a consequence of the fact that every continuous function on a compact set attains a maximum.
Having a sequence of functions converge under this norm is the same as having their
collection of norms is known as a multi-normed space.
planetmath.org /encyclopedia/CnNorm.html   (291 words)

  
 cruisemates.com :: View topic - military uniform for formal night?
Regulations prohibiting wearing of uniforms ashore on foreign soil are intended to diminish the threat of personal attack by terrorists, street gangs, or organized criminal elements, and thus apply only to areas where such threasts are known or suspected to exist (which may encompas most foreign soil right now).
As for the wearing of the Uniform "Off Base" I too was stationed overseas for a number of years and yes there are times when the wear of the uniform is inappropriate, however, if someone wants to wear the uniform on a Cruise ship, by all means, WEAR it.
In reviewing the AR's on the wear of uniforms for retirees, I found that there was enough room in them to allow for wear of the Mess dress on such activities such as the formal night, especially since the crew does wear military uniforms to the formal.
www.cruisemates.com /forum/viewtopic.php?p=3300998   (2938 words)

  
 Specific Norms
norm applied to the elements of the matrix.
is defined in terms of the norm defined for the vectors
The Hankel norm of a filter frequency response is defined as the spectral norm of the Hankel matrix of its impulse response,
ccrma-www.stanford.edu /~jos/gradient/Specific_Norms.html   (240 words)

  
 Uniform convexity and dimension reduction   (Site not responding. Last check: 2007-11-03)
Equivalently, the uniform convexity inequality expresses a certain "flatness" property of paralellograms in these spaces.
norm is not uniformly convex (not even strictly convex).
norm is not uniformly convex, it is very close to a space that is. Combining the above two facts immediately yields the following.
www.cs.berkeley.edu /~jrl/uniform-convexity.html   (748 words)

  
 Advani for strict implementation of 2-child norm
Deputy Prime Minister Lal Kishenchand Advani on Thursday sought political consensus on strict implementation of the two-child norm and a one-time amendment to pave the way for a fixed five-year term and simultaneous elections for Lok Sabha and state assemblies.
The economic development of the country would be aided by strict implementation of the two-child norm.
Simultaneous elections to the Lok Sabha and State assemblies was the norm from 1952 to 1967.
www.rediff.com /election/2004/mar/18advani.htm   (677 words)

  
 NBA.com: Going Retro: Chicago Bulls
The Bulls road uniform showcased their red color with a script 'Chicago' across the front.
In the late 1980's, the Bulls abandoned the script uniform, for a more solid red with Bulls on the top, exactly like their home uniform but in red.
The latest incarnation of the Bulls' road fl uniform gets rid of the pinstripes and is a nice shiny number with CHICAGO across the front.
www.nba.com /history/uniforms_bulls.html   (336 words)

  
 PlanetMath: almost periodic function (classical definition)
The definition of almost periodic functions mimics the above property of periodic functions: every sufficiently long interval should contain an approximate period.
The range of the function can be taken to be a normed vector space -- in the first definition, we merely need to replace the absolute value with the norm:
In the second definition, interpret uniform convergence as uniform convergence with respect to the norm.
planetmath.org /encyclopedia/AlmostPeriodicFunction.html   (436 words)

  
 Using Stone Weierstrass
Mapping m onto itself, from the first norm to the second, is a bounded linear operator, and is continuous.
This satisfies the conditions of stone weierstrass, and the closure of w, under the uniform norm, is all of m.
But convergence may not be uniform, and it may not apply for certain values of x.
www.mathreference.com /top-ban,stone.html   (1342 words)

  
 [No title]
For the continuous functions on an interval [a,b] with uniform norm such a computation was done by Schauder himself (and the term "Schauder basis" is named for him).
For the space of all continuous functions on [0,1], normed by the supremum norm, there is an explicit basis: the binary roof functions.
If you mean the normed space of all continuous bounded functions on all of R, this space is not separable, so that there is no sequential basis.
www.math.niu.edu /~rusin/known-math/96/schauder   (766 words)

  
 On convergence of the uniform norms for Gaussian processes and linear approximation problems, J. Hüsler, V. ...
We consider the large values and the mean of the uniform norms for a sequence of Gaussian processes with continuous sample paths.
The convergence of the normalized uniform norm to the standard Gumbel (or double exponential) law is derived for distributions and means.
The overall interpolation performance for the random process is measured by the $p$th moment of the approximation error in the uniform norm.
projecteuclid.org /getRecord?id=euclid.aoap/1069786514   (791 words)

  
 Other Norms
The second property is ``subadditivity'' and is sometimes called the ``triangle inequality'' for reasons which can be seen by studying Fig.
The third property says the norm is ``absolutely homogeneous'' with respect to scalar multiplication (which can be complex, in which case the phase of the scalar has no effect).
Mathematically, what we are working with so far is called a Banach space which a normed linear vector space.
www.technick.net /public/code/cp_dpage.php?aiocp_dp=guide_dft_other_norms   (386 words)

  
 ICRP - International Commission on Radiological Protection
Because zircon and zirconia contain the naturally occurring radioactive materials (NORM) uranium and thorium, ZEC members are directly affected by policies addressing the regulation of NORM.
Existing industrial hygiene controls, particularly with regard to inhalation exposure against non-radiological hazards, have the collateral benefit of reducing inhalation dose, which is the principal route of exposure to NORM from industrial minerals.
The concepts “generic exemption” and of “graded approach” to regulating NORM industries set forth in paragraphs 92 to 95 is welcome but further elaboration may be desirable.
www.icrp.org /remissvar/viewcomment.asp?guid={FED6F835-CFC4-4B90-9E27-BD5BD2D7C211}   (603 words)

  
 No Title   (Site not responding. Last check: 2007-11-03)
Uniform continuity is a useful way to characterize certain functions.
We saw that when a function is continuous on a compact set then it is uniformly continuous there.
Similarly, we will now define a type of convergence for sequences of functions, called uniform convergence, which will prove to be useful when we wish to preserve properties in the limit.
www.math.sunyit.edu /math/mat425/lectures/lecture22/lecture22.html   (296 words)

  
 [No title]
There seems to be a lot of dips in the fitness, corresponding to spikes in the norm.
In this run, the fitness of each node is equal to the average fitness of it and 10 mutated potential offspring.
Original experiments with a uniform, replaced scheme failed, I think, because I applied those qualifiers to both target and organism.
www.cs.unm.edu /~vanbelle/RA/shear2/shear.html   (2393 words)

  
 Norm.com- Template   (Site not responding. Last check: 2007-11-03)
The Norm's will celebrate their 15th season of existence in 2004, and this is the team's unique tale.
This segment is a reflection on many titles when the Norms ended their season as the Champions.
Anyone who has ever put on a Norm's uniform and been part of a team picture, or was captured in a video segment.
www.normsoftball.com /norms_movie.html   (744 words)

  
 Norm Schlueter Baseball Stats by Baseball Almanac
Norm Schlueter was born on Monday, September 25, 1916, in Belleville, Illinois.
Schlueter was 21 years old when he broke into the big leagues on May 28, 1938, with the Chicago White Sox.
His biographical data, year-by-year hitting stats, fielding stats, pitching stats (where applicable), career totals, uniform numbers, salary data and miscellaneous items-of-interest are presented by Baseball Almanac on this comprehensive Norm Schlueter baseball stats page.
www.baseball-almanac.com /players/player.php?p=schluno01   (289 words)

  
 Norm Cash Baseball Stats by Baseball Almanac
Norm Cash was born on Saturday, November 10, 1934, in Justiceburg, Texas.
Cash was 23 years old when he broke into the big leagues on June 18, 1958, with the Chicago White Sox.
His biographical data, year-by-year hitting stats, fielding stats, pitching stats (where applicable), career totals, uniform numbers, salary data and miscellaneous items-of-interest are presented by Baseball Almanac on this comprehensive Norm Cash baseball stats page.
www.baseball-almanac.com /players/player.php?p=cashno01   (263 words)

  
 Congress should pass uniform food-labeling bill | IndyStar.com
While some may think this kind of uniformity is the exception, it's actually the norm.
Uniform federal standards have existed in this country for a century, dating back to 1906.
The proposed uniformity bill eliminates antiquated or even duplicative food safety standards, and will not pre-empt existing state standards without prior petition and review by the FDA.
www.indystar.com /apps/pbcs.dll/article?AID=2006606080303   (548 words)

  
 Lecture outline for Approximation Theory
Properties of continuous functions, uniform continuity; completeness of C(A); the modulus of continuity and Lipschitz spaces.
Norm convergence of N-th Fourier partial sums in Hilbert space.
Lecture 9 (9/15): Existence of best (generalized polynomial) approximants in normed linear spaces; Compactness of closed and bounded sets in finite dimensional normed linear spaces; equivalence of norms in finite dimensional spaces.
www.math.sc.edu /~sharpley/math725/lectures.html   (578 words)

  
 PlanetMath: bounded function
into a normed vector space, i.e., to check that
supremum norm, sup norm, sup-norm, uniform norm, bounded function, unbounded function
Cross-references: vector subspace, structure, continuous, topological space, compact, satisfies, normed vector space, vector space, complex, scalar, function
planetmath.org /encyclopedia/SupNorm.html   (104 words)

  
 Tavis Smiley . Archive . Thursday June 23rd . Transcript | PBS
A provocative new book written by the former police chief of Seattle exposes the dark side of American policing, a side rarely talked about by the men and women in uniform.
Norm Stamper was a police officer for nearly 30 years in San Diego before becoming the top cop in Seattle.
Tavis: Norm Stamper became the police chief in Seattle back in 1994 following 28 years on the force in San Diego.
www.pbs.org /kcet/tavissmiley/archive/200506/20050623_transcript.html   (4064 words)

  
 [No title]
However, norm is always positive and is defined for all matrices XE "matrices"  — square or rectangular; invertible XE "invertible"  or noninvertible square matrices.
The maximum out of the ‘m’ such values is the row sum norm of the matrix XE "norm of the matrix"  [A].
In fact, the ratio between the relative change in the norm of the solution vector XE "vector"  to the relative change in the norm of the right hand side vector is  EMBED Equation.3  Let us now go back to the “well-conditioned XE "well-conditioned" ” system of equations XE "system of equations" .
numericalmethods.eng.usf.edu /mtl/che/04sle/mtl_che_sle_spe_adequacy.doc   (1298 words)

  
 [No title]   (Site not responding. Last check: 2007-11-03)
[Note that the notation $x_1$ means the absolute value of the real number $x_1$ (absolute value is a norm on $\Real$) whereas the notation $x$ means the norm of the vector $x$.] Sketch the ``circle" with respect to this norm.
What norm is relevant to the task of walking between the two locations?
\item{4}[uniform norms on matrices] Prove starting from the definition of the uniform norm $~~~$ that \hb (a) $Av\leA\,v$ for all $v\in\Real^n$.\hb (b) $AB\leA\,B$\hb (c) Find the uniform norm of $\mat{3&2\cr0&2}$.
eceserv0.ece.wisc.edu /~dobson/ECE416/hmwk5   (424 words)

  
 Springer Online Reference Works
The notion of uniform boundedness of a family of functions has been generalized to mappings into normed and semi-normed spaces: A family of mappings
The concept of uniform boundedness from below and above has been generalized to the case of mappings
A corollary is the resonance theorem (sometimes itself called the uniform boundedness theorem): Let
eom.springer.de /u/u095210.htm   (206 words)

  
 UNIFORM DISTRIBUTION
The algorithm used to generate Uniform random variables is Linear Congruential Method (LCM) which is also known as Residue Method.
It has been shown that 12 Uniform RV’ s are convenient.
If U is uniform in (0,1) then 1-U is also uniform in (0,1).
www.cse.msu.edu /~nandakum/nrg/Tms/student/student.htm   (598 words)

  
 [No title]   (Site not responding. Last check: 2007-11-03)
UCITA focuses on issues such as how terms of an electronic contract are established; what states laws apply to an electronic contract; how contract terms are decided between electronic agents; and when clicking on a box on-screen constitutes establishing a contract.
Only three states -- Pennsylvania, Ohio and California -- have passed the Uniform Electronic Transactions Act, which is a procedural statute that delineates terms and conditions under which an electronic signature is valid.
Both UETA and UCITA were developed by the National Conference of State Legislatures to serve as complementary blueprints for the states to adopt,yet states havent rushed to do so, and this has some lawmakers worried about cooperation.
www.govtech.net /news/story.print.php?id=1293   (482 words)

  
 Blessed Sacrament School - Uniform and Dress Code
Students are required to wear the Blessed Sacrament School Uniform.
If parents are conscientious about observing their children in the morning, then we can expect that students will consider uniforms a matter of importance.
Sweaters, shoes, jackets and other articles of clothing that are not part of the Uniform Guidelines SHOULD NOT be worn to school.
www.blessedsacramenthollywood.org /school/uniformdresscode.htm   (529 words)

Try your search on: Qwika (all wikis)

Factbites
  About us   |   Why use us?   |   Reviews   |   Press   |   Contact us  
Copyright © 2005-2007 www.factbites.com Usage implies agreement with terms.