Light of Valinor
If you are a member of the Light of Valinor kinship, please send me a message with your Main Character's name, Alternate Characters' names, and their professions (Woodworker, Forester, etc). Thanks!!

--Vay

Light of Valinor

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Update 10/21/2009 - 12:15pm CT: I have put together some tables to show all of the Racial Deeds, their requirements for completion, and the resulting reward for each. --Vay
Update 10/30/2009 - 11:10am CT: I have updated the Officer and Member Listings to reflect all of the new members and levels as of today. If I missed anything and yours needs updating, please let me know! --Vay
Update 10/19/2009 - 3:00pm CT: I have added a Character Stats post that breaks down each statistic your character has. I also added an in-depth Crafting Overview, a Vocations Overview, and a Professions Overview. --Vay
Update 10/16/2009 - 12:15pm CT: I have updated the Level 45 Class Quest Items post to include the Rune-Keeper and Warden classes. --Vay
Update 10/15/2009 - 5:00pm CT: A section full of information on the Races of Middle Earth is now available. --Vay
Update 10/15/2009 - 10:45am CT: Trait sets for all classes are now posted: Burglars, Captains, Champions, Guardians, Hunters, Lore-Masters, Minstrels, Rune-Keepers, and Wardens. Also, a detailed listing of all the Legendary Books for every class is now posted. --Vay
Update 10/14/2009 - 1:00pm CT: I have added a very in-depth Traits section and overhauled the Virtues section. Enjoy! Smile --Vay
Update 10/13/2009 - 10:15am CT: I have added a full explanation and listing of all Fellowship Maneuvers under the Class Information topic. --Vay
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 Norm (mathematics)

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fearlove



Number of posts : 181
Location : vietnam
Registration date : 2011-11-15

PostSubject: Norm (mathematics)   Wed Nov 30, 2011 2:35 am

norms in descriptive set theory, see prewellordering.
In linear algebra, functional analysis and related areas of mathematics, a norm is a function that assigns a strictly positive length or size to all vectors in a vector space, other than the zero vector. A seminorm, on the other hand, is allowed to assign zero length to some non-zero vectors.
A simple example is the 2-dimensional Euclidean space R2 equipped with the Euclidean norm. Elements in this vector space (e.g., (3, 7)) are usually drawn as arrows in a 2-dimensional cartesian coordinate system starting at the origin (0, 0). The Euclidean norm assigns to each vector the length of its arrow. Because of this, the Euclidean norm is often known as the magnitude.
A vector space with a norm is called a normed vector space. Similarly, a vector space with a seminorm is called a seminormed vector space.


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