## Can a vector be an exponent?

Although you would think the answer to this has to be “no” because vectors do not in general have a multiplication, there is a construct in differential geometry called the “exponential map” that actually does send vectors to vectors (or, more generally, vectors in a particular tangent space to points of the …

**What makes a matrix Elementary?**

In mathematics, an elementary matrix is a matrix which differs from the identity matrix by one single elementary row operation. Left multiplication (pre-multiplication) by an elementary matrix represents elementary row operations, while right multiplication (post-multiplication) represents elementary column operations.

**What is exponential vector?**

Exponential vector space [shortly \emph{evs}] is an algebraic order extension of vector space in the sense that every evs contains a vector space and conversely every vector space can be embedded into such a structure. We have found that like vector space, an evs does not contain basis always.

### What is vector power?

[′vek·tər ‚pau̇·ər] (electricity) Vector quantity equal in magnitude to the square root of the sum of the squares of the active power and the reactive power.

**What is elementary matrix example?**

The matrix M is called a left-inverse of A because when it is multiplied to the left of A, we get the identity matrix….Introducing the left inverse of a square matrix.

Matrix | Elementary row operation | Elementary matrix |
---|---|---|

[102−1010−1001−1] | R1←R1+(−2)R3 | M4=[10−2010001] |

[1001010−1001−1] |

**What does compute matrix mean?**

This tool calculates scores per genome regions and prepares an intermediate file that can be used with plotHeatmap and plotProfiles . computeMatrix accepts multiple score files (bigWig format) and multiple regions files (BED format). This tool can also be used to filter and sort regions according to their score.

## Is exponential a linear operator?

Yes, you can define an exponential of any linear BOUNDED operator by this series. If the operator is unbounded then it is not always possible. The exponential series has a remarkably “ubiquitiuos” convergence.