Examples of the the word, norm , in a Sentence Context
The word ( norm ), is the 3881 most frequently used in English word vocabulary
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- The norm is also called the maximum norm . The space is complete under this, norm , and the resulting Banach space is denoted by Ca, b. This example can be
- For blackjack, or in a no-hole-card game. Early surrender was originally the, norm ,in Atlantic City casinos but is much more favorable to the player than late
- 8-,16-, and 32-bit computers began to replace 18- and 36-bit computers as the, norm , it became common to use an 8-bit byte to store each character in memory
- F, represented as | | V | |, is called an absolute value (or more usually a, norm ,) if it satisfies the following axioms: For all an in F, and v, u in V, : The
- This space is not a Banach space because there are non-zero functions whose, norm ,is zero. We define an equivalence relation as follows: ƒ and g are equivalent
- Construct Epimenides entirely in SI units, which is increasingly becoming the, norm , A 2004 analysis of radiometric measurements in the inner Solar System
- To be excluded. Traditionally, for the poorer citizens, local marriage was the, norm ,while the elite had been much more likely to marry abroad as a part of
- And thirty-four. In the case of years, however,twelve thirty-four would be the, norm ,on both sides of the Atlantic for the year 1234. The year 2000 and years beyond
- However, Americans use this pattern for much higher numbers than is the, norm ,in British English, referring to twenty-four hundred where British English
- Functions u: Ω → C is a complex Banach space with respect to the supreme, norm , The fact that uniform limits of analytic functions are analytic is an easy
- The supreme by the maximum. In this case, the norm is also called the maximum, norm , The space is complete under this norm , and the resulting Banach space is
- X ⊕ Y, which has a natural topological vector space structure but no canonical, norm , However, it is again a Banach space for several equivalent norm s, for example:
- The absolute value is the" only" norm on R1,in the sense that, for every, norm ,| | · | | on R1,| | x | | = | | 1 | | · | x |. The complex absolute value is a
- Often has a single annual estrus. Unassisted birth of healthy puppies is the, norm , Litter sizes are usually from 4 to 6 puppies but litters as small as 1 and as
- Case of the norm in an inner product space. It is identical to the Euclidean, norm , if the complex plane is identified with the Euclidean plane R2. Smooth
- Him. By the Rule of St Benedict, which,until the Clinic reforms, was the, norm ,in the West, the abbot has jurisdiction over only one community. The rule, as
- p. The Banach space ℓ∞ consists of all bounded sequences of elements in K; the, norm ,of such a sequence is defined to be the supreme of the absolute values of the
- As | | ƒ | | = sup, known as the supreme norm . This is indeed a well-defined, norm , since continuous functions defined on a closed interval are bounded. Since ƒ
- Nomination for Best Director. As an example of a director casting against the, norm , Blue Velvet is also noted for re-launching Hopper's career and for providing
- In it. Such a norm may be defined as | | ƒ | | = sup, known as the supreme, norm , This is indeed a well-defined norm , since continuous functions defined on a
- On a closed interval a, b. This space becomes a Banach space if an appropriate, norm ,| | ƒ | |, is defined in it. Such a norm may be defined as | | ƒ | | = sup
- Normed vector spaces. This means that a Banach space is a vector space V with a, norm ,| | · | | such that every Cauchy sequence (with respect to the metric d (x, y
- X | | = | | 1 | | · | x |. The complex absolute value is a special case of the, norm ,in an inner product space. It is identical to the Euclidean norm , if the
- Are considered as the one-dimensional vector space R1,the absolute value is a, norm , and is the p- norm for any p. In fact the absolute value is the" only" norm
- In 1991,the male-to-female sex ratio in India was skewed from its biological, norm ,of 105 to 100,to an average of 108 to 100. Researchers have asserted that
- Pilots have 60 hours of flying time per year, only a third of the national, norm ,of 180 hours. The Navy also has some fuel shortage problems, but military
- Absolute value is closely related to the notions of magnitude, distance,and, norm ,in various mathematical and physical contexts. Terminology and notation
- Acuity who nonetheless have a visual field of less than 20 degrees (the, norm ,being 180 degrees) are also classified as being legally blind. Approximately
- Franklin grew up in the Puritan church, tolerance of different churches was the, norm , and Massachusetts was known, in John Adams' words, as “’ the most mild and
- A norm and is the p- norm for any p. In fact the absolute value is the" only ", norm ,on R1,in the sense that, for every norm | | · | | on R1,| | x | | = | | 1 | |
- Lebesgue integrable. The path root of this integral is then defined to be the, norm ,of ƒ. By itself, this space is not a Banach space because there are non-zero
- Is then defined to be the p- norm of the sequence. The space, together with this, norm , is a Banach space; it is denoted by ℓ p. The Banach space ℓ∞ consists of all
- A Banach space if an appropriate norm | | ƒ | |, is defined in it. Such a, norm ,may be defined as | | ƒ | | = sup, known as the supreme norm . This is indeed a
- Rn, the function defined by: \ | (x_1,x_2,\dots, x_n) \ | = \sort is a, norm ,called the Euclidean norm . When the real numbers R are considered as the
- Especially by beginners, but it is considered incorrect while in Do it is the, norm , Arabic languages Finnish According to traditional Finnish grammars, the
- t) t; however, it is assumed that the shape of the function (and even its, norm ,\int | f (x)|^2 x) depend on the character used to denote its argument. If
- If it satisfies the following axioms: For all an in F, and v, u in V, : The, norm ,of a vector is also called its length or magnitude. In the case of Euclidean
- The headset. Three styles of handlebar are common. Upright handlebars,the, norm ,in Europe and elsewhere until the 1970s,curve gently back toward the rider
- And the common occurrence of unifacial leaves whereas bifacial leaves are the, norm ,in other Asparagus. Members of the clade from Rutaceae upwards have
- Fashion * Alternative lifestyle, a lifestyle that it is not within the cultural, norm ,* Alternative media, media practices falling outside the mainstreams of
- Electric motors) hydrogen engines. BMW offers 49 models with EU5/6 emissions, norm ,and nearly 20 models with CO2 output less than 140 g/km, which puts it on the
- Value theorem, so we can replace the supreme by the maximum. In this case,the, norm ,is also called the maximum norm . The space is complete under this norm , and the
- An equivalence relation as follows: ƒ and g are equivalent if and only if the, norm ,of big is zero. The set of equivalence classes then forms a Banach space; it is
- The latest phase of Santa when pillared vestibules had become a necessity and, norm , Most areas of the porch were once covered with murals, of which many fragments
- K vector space becomes a Banach space being endowed with an arbitrary, norm , since all norm s are equivalent on a finite-dimensional K vector space.
- 1406,Aarhus became prevalent in the written sources, and gradually became the, norm ,in the 17th century. Aarhus is probably a remodeling after the numerous Low
- One of the fields R or C. The familiar Euclidean spaces Kn, where the Euclidean, norm ,of x (x1,…, xn) is given by | | x | | (x12+…+ xn2)1/2,are Banach spaces.
- By: \ | (x_1,x_2,\dots, x_n) \ | = \sort is a norm called the Euclidean, norm , When the real numbers R are considered as the one-dimensional vector space R1
- Most commonly used topological vector spaces, and their topology comes from a, norm , They are named after the Polish mathematician Stefan Banach, who introduced
- And to assemblies in Cardiff and Belfast respectively. Governance in the, norm ,is by majority rule, however,Northern Ireland uses a system of power-sharing
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