Examples of 'main diagonal' in a sentence
Meaning of "main diagonal"
main diagonal: This phrase refers to the primary diagonal line that runs from one corner of a shape or structure to the opposite corner. It is commonly used in geometry, mathematics, or design to describe the longest diagonal line that divides a figure into two equal parts or connects two opposite vertices
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- The entries of a square matrix from the top left to the bottom right.
How to use "main diagonal" in a sentence
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main diagonal
This was the main diagonal right here.
The eigenvalues are still on the main diagonal.
Find the main diagonal of the cube.
But will be parallel to the main diagonal.
Define the main diagonal of the matrices.
This is called the main diagonal.
The main diagonal thus contains positive peaks.
And the answer is the main diagonal remains one.
The main diagonal is set to zero.
It is just the sum of the entries on the main diagonal.
Is the main diagonal of the matrix.
In other words it is the sum of the entries on the main diagonal.
Fill the main diagonal of the given array.
The entries of a symmetric matrix are symmetric with respect to the main diagonal.
The main diagonal.
See also
Calculate the trace or the sum of terms on the main diagonal of a matrix.
Sum of the main diagonal should be equal to the sum of each row.
An adjacency matrix for an undirected graph is symmetrical about the main diagonal.
Where the blocks along the main diagonal are zero square matrices.
Eigenvalues of this upper triangular matrix are given by the eigenvalues at the main diagonal.
For the main diagonal elements you get the same formula as before.
The construction of the function g can be visualized using the main diagonal of this array.
We find that along the main diagonal our uncertainty has shrunk substantially.
LM statistic applies only to the main diagonal.
So everything at the main diagonal or above is not necessarily equal to 0.
The largest proportion of enterprises lies on the main diagonal for all size classes.
All main diagonal entries of a skew-symmetric matrix must be zero, so the trace is zero.
The identity matrix has ones down the main diagonal and zeros elsewhere.
A Supnick matrix is a square Monge array that is symmetric around the main diagonal.
Everything below the main diagonal approaches 0.
The off-diagonal entries are those not on the main diagonal.
The values along the main diagonal are always 1.
The 2D synchronous spectrum is symmetric relative to the main diagonal.
If all entries outside the main diagonal are zero, A is called a diagonal matrix.
The mixed partial derivatives of f are the entries outside the main diagonal in the Hessian.
The main diagonal spaces are, therefore, left blank.
More generally, any triangular matrix with 0s along the main diagonal is nilpotent.
The diagonal ( or main diagonal of ) is the set of all elements such that.
Let us say I have a matrix where everything below the main diagonal is a 0.
The main diagonal shows the intra-item correlations, between father and mother, in the same variable.
In other words the matrix C corresponds to the matrix C i re-centred on the main diagonal.
Prerequisite: The main diagonal entries of the table are 0.
Once again, all of the entries below the main diagonal are 0.
Few elements in the main diagonal of matrix T 0 and matrix T 1, and.
The trace of a square matrix M is the sum of its main diagonal denoted Tr ( M ).
Every rank, region, and main diagonal must contain each digit from 1 to 9.
Instead of a c, I have a 0 there, so everything below the main diagonal is a 0.
The area B is neighbouring and below the main diagonal of the plane ( g, dg ).
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