Examples of 'column vector' in a sentence

Meaning of "column vector"

In mathematics, a column vector is a matrix consisting of a single column of numbers. It is often used to represent vectors and can be multiplied with matrices to perform various operations in linear algebra
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  • An n×1 matrix that represents a vector.

How to use "column vector" in a sentence

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column vector
A column vector contains only one column.
Then combine into one column vector.
Let q be the column vector comprising all those coordinates.
Represents the transposition of a matrix or of a column vector.
You just go from a column vector to a row vector.
Gets the diagonal entries of a matrix as a column vector.
And the transpose of a column vector is a row vector.
I have not formally defined a row vector times a column vector.
Displacement of the column vector cyclic shift is variable.
So you take the transpose of this column vector.
Is constant column vector wherein.
The first two coordinates of the column vector t.
Then ej would be a column vector denoting the net output.
This forces the matrix into a column vector.
Cyclic displacement p in the column vector cyclic shift treatment is variable.

See also

I am going to write this as a column vector.
Ai is a column vector.
So you can view it as this row vector times this column vector.
Is a column vector whose components are abscissas of the characteristic points and their transforms.
Inserts a two rowed column vector.
An additional column vector was also included in the E matrix to account for scatter.
So this will be a column vector.
Each column vector has two components corresponding to the two positions of PPM modulation.
Suppose n is the column vector.
The column vector Ax is a linear combination of the columns of A with coefficients taken from x.
So we are keeping the first entry of our column vector the same.
It follows that a column vector v in V represents a document.
I am going to multiply that vector times that row vector times this column vector.
So you could just say the span of this column vector and this column vector.
Solves a linear equation system by using backward substitution and returns a column vector.
The estimated value ĥ j is therefore a column vector containing the N t impulse responses.
I say essentially because I did not define a row vector dot a column vector.
Thus, if u is a column vector we would have uP u while uH uT.
The second column is going to be A times the column vector.
A column vector for a non-relativistic electron with spin.
The data must be present in the form of a column vector stored in variable ΣDAT.
Superscript T denotes transposition for expressing a row vector as a column vector.
You have a column vector and you transpose it, it turns into a row vector.
So I am going to multiply this row vector times this column vector.
P, a column vector with n lines that records the wave slowness in each different element j ;.
It 's neither a row vector nor a column vector.
T, a column vector with m lines that records the total travel-time of each reading i.
This is another two by one matrix, or column vector.
The rows are sorted by column vector length, and the columns are alpha-numerically sorted.
If x is a lib variable, text is a character string column vector.
Represents the column vector with three components representative of signals transmitted by the device ;.
These errors can be combined into the column vector e ̅.
This is a column vector and what we did was we set A, take.
You take the dot product of this column, this row vector with this column vector.
The result is a column vector of the elements in A that are less than 9.

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