Examples of using This matrix in English and their translations into Polish
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Financial
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Official/political
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Programming
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Computer
So if you multiply this matrix times any member of Rn,
This matrix is symmetrical,
So let's take this matrix for each of our lambdas and then solve for our eigenvectors
In this matrix, you can find out the percentage identity of two organisms for the sequence of protein cytochrome c.
So this equation has the form ax equals b, where a is this matrix, x is this vector-- or this matrix, same thing-- and b is this column vector.
Let's say it's 1, 0-- and I'm specifically choosing this matrix because the numbers are reasonably non-hairy-- 0,
In addition, I have a question which is better this matrix with Sony and this Toshiba WL863,
And I'm about to tell you what are valid elementary row operations on this matrix.
multiply it times this matrix, you're going to get this vector,
you're left with this matrix. So we said this guy times the determinant of this. .
any column of this determinant, or of this matrix.
So this matrix is singular,
you're left with this matrix up here.
it's equivalent to multiplying it by this matrix, by the matrix 1 minus 3, minus 1, 3.
So lambda is an eigenvalue of A if and only if the determinant of this matrix right here is equal to 0.
So the null space of this matrix right here-- and this matrix is just an actual numerical representation of this matrix right here.
And so, this matrix right here times your eigenvector must be equal 0 for any given eigenvalue.
So if lambda is equal to 3, this matrix becomes lambda
This matrix times v has got to be equal to 0 for some non-zero vector v.