linear transformation in English

linear change, one-dimensional change

Use "linear transformation" in a sentence

1. The Lorentz transformation is a linear transformation.

2. Codomain The Codomain of a linear transformation is the vector space which contains the vectors resulting from the transformation's action

3. Codomain the Codomain of a linear transformation is the vector space which contains the vectors resulting from the transformation s action

4. What does Affine mean? Of or relating to a transformation of coordinates that is equivalent to a linear transformation followed by a translatio

5. Two different methods based on the plane similitude conversion and affine linear transformation are put forward, conversion accuracy is analyzed, finally useful results are obtained.

6. A real m-by-n matrix A gives rise to a linear transformation Rn → Rm mapping each vector x in Rn to the (matrix) product Ax, which is a vector in Rm.

7. And so the image of any linear transformation, which means the subset of its Codomain, when you map all of the elements of its domain into its Codomain, this is the image of your transformation

8. If V and W are finite dimensional inner product spaces and T: V → W is a linear map, then the Adjoint T∗ is the linear transformation T∗: W → V satisfying for all v ∈ V,w ∈ W, hT(v),wi = hv,T∗(w)i

9. An Abelian function $ f (z) $ is said to be degenerate if there exists a linear transformation of the variables $ z _ {1} \dots z _ {p} $ which converts $ f(z) $ into a function of fewer variables; otherwise $ f(z) $ is said to be a non-degenerate Abelian function

10. In geometry, an Affine transformation or Affine map (from the Latin, affinis, "connected with") between two vector spaces consists of a linear transformation followed by a translation: In the finite-dimensional case each Affine transformation is given by a matrix A and a vector b, which can be written as the matrix A with an extra column b