How to use centered dot in a sentence? Find typical usage patterns (collocations)/phrases/context for "centered dot" and check conjugation/comparative form for "centered dot". Mastering all the usages of "centered dot" from sentence examples published by news publications.
An interpunct, , also known as an interpoint, middle dot, middot and centered dot or centred dot, is a punctuation mark consisting of a vertically centered dot used for interword separation in ancient Latin script. (Word-separating spaces did not appear until some time between 600 and 800CE). It appears in a variety of uses in some modern languages and is present in Unicode as code point . The multiplication dot (also known as the dot operator; ), which is frequently used in mathematical and scientific notation, has an appearance similar to the interpunct, but its exact shape and spacing may differ.
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60 km/1 h. Other relations can involve multiplication (often shown with a centered dot or juxtaposition), powers (like m2 for square metres), or combinations thereof. A set of base units for a system of measurement is a conventionally chosen set of units, none of which can be expressed as a combination of the others and in terms of which all the remaining units of the system can be expressed. For example, units for length and time are normally chosen as base units.
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However, depending on the writing tradition, the middle dot may appear after the syllable it modifies (which is found in the Western style) or before the syllable it modifies (which is found in the Northern and Eastern styles). In Unicode, the middle dot is encoded both as independent glyph or as part of a pre-composed letter, such as in . In the Carrier syllabics subset, the middle dot Final indicates a glottal stop, but a centered dot diacritic on -position letters transform the vowel value to , for example: , .
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In this case, the dot product is used for defining lengths (the length of a vector is the square root of the dot product of the vector by itself) and angles (the cosine of the angle of two vectors is the quotient of their dot product by the product of their lengths). The name "dot product" is derived from the centered dot " \cdot ", that is often used to designate this operation; the alternative name "scalar product" emphasizes that the result is a scalar, rather than a vector, as is the case for the vector product in three-dimensional space.
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A common special case of the inner product, the scalar product or dot product, is written with a centered dot a \cdot b. Some authors, especially in physics and matrix algebra, prefer to define the inner product and the sesquilinear form with linearity in the second argument rather than the first. Then the first argument becomes conjugate linear, rather than the second. In those disciplines, we would write the product as (the bra–ket notation of quantum mechanics), respectively (dot product as a case of the convention of forming the matrix product , as the dot products of rows of with columns of ).
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