Examples of using Column vector in English and their translations into Portuguese
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Colloquial
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Official
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Medicine
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Financial
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Ecclesiastic
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Ecclesiastic
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Computer
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Official/political
Where the column vector on the right is represented in the form of a transpose of a row vector. .
If format contains only a descriptors the function tries to read character strings the result is a character string column vector.
Steel industries can be represented as a 2×1 matrix(a column vector) X where.
this function returns a string(or a column vector of strings) which is the binary representation of x.
For the remainder of this section, the following 4 bits(shown as a column vector) will be used as a running example::
In terms of our simplified tables, the column vector in cell(1,3) of Table 9.1 should be equal to the column vector in cell(1,5) of Table 9.2.
:formula_1where formula_2 is a column vector(where element"i" represents state"i"),
formula_1 is a column vector with"n" entries,
This corresponds to transforming a column vector(element of"V")
or its columns are v1-- column vector is v2, all the way to vn.
provided that u is represented as a column vector and v as a column vector which makes vT a row vector. .
x is a column vector with"n" entries, and b is a column vector with"m" entries.
separating row vector elements with commas and column vector elements with semicolons see alternative notation 2 in the table below.
provided that u is represented as a m× 1 column vector and v as a n× 1 column vector which makes vT a row vector. .
f2 can be represented as a column vector(2×1 matrix) F where.
can also be understood to be the column vector that is the membership function for Q accept{\displaystyle Q_{\text{accept}}}; that is, it has a
where 1 is the column vector with all entries equal to 1.
x is a column vector with n entries, and b is a column vector with m entries.
The returned array is a column vector and has one more element than the second parameter;
k v 0,{\displaystyle\left(A-\lambda I\ right)^{ k}{\ mathbf{v}}=0,} where v is a nonzero n× 1 column vector, I is the n× n identity matrix, k is a positive integer,