### Some articles on *vectors, vector*:

Multiplication Of

... In mathematics,

**Vectors**... In mathematics,

**Vector**multiplication refers to one of several techniques for the multiplication of two (or more)**vectors**with themselves ... product — also known as the "scalar product", an operation which takes two**vectors**and returns a scalar quantity ... Cross product — also known as the "**vector**product", a binary operation on two**vectors**that results in another**vector**...Classical Hamiltonian Quaternions - Other Operators in Detail - Axis and Angle

... quaternion is viewed as the quotient of two

... quaternion is viewed as the quotient of two

**vectors**, then the axis of the quaternion is a unit**vector**perpendicular to the plane of the two**vectors**in this original quotient, in a direction ... The angle is the angle between the two**vectors**...Self-similarity Matrix - Definition

... self-similarity matrix, one first transforms a data series into a an ordered sequences of feature

... self-similarity matrix, one first transforms a data series into a an ordered sequences of feature

**vectors**, where each**vector**describes the relevant features of a data series in a given local interval ... matrix is formed by computing the similarity of pairs of feature**vectors**where is a function measuring the similarity of the two**vectors**, for instance, the inner product ... Then similar segments of feature**vectors**will show up as path of high similarity along diagonals of the matrix ...Space Vector Modulation - Principle

... This leads to eight possible switching

... This leads to eight possible switching

**vectors**for the inverter, V0 through V7 with six active switching**vectors**and two zero**vectors**...**Vector**A+ B+ C+ A− B− C− VAB VBC VCA V0 = {000} OFF OFF OFF ON ON ON 0 ... zero**vector**V1 = {100} ON OFF OFF OFF ON ON +Vdc 0 −Vdc active**vector**V2 = {110} ON ON OFF OFF OFF ON 0 +Vdc −Vdc active**vector**... The reference**vector**is then synthesized using a combination of the two adjacent active switching**vectors**and one or both of the zero**vectors**...SIC-POVM - Relation To Spherical T-designs

... A spherical t-design is a set of

... A spherical t-design is a set of

**vectors**on the d-dimensional generalized hypersphere, such that the average value of any -order polynomial over is equal to the ... tensor product frame operator, it can be shown that a set of normalized**vectors**with forms a spherical t-design if and only if It then immediately follows that every SIC-POVM is a 2-design ...Related Subjects

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