linear transformation वाक्य
उदाहरण वाक्य
मोबाइल
- Examples include linear transformations and affine transformations, rotations, matrices.
- The linear transformation in this example is called a shear mapping.
- Odd supermatrices correspond to linear transformations that reverse the grading.
- As a linear transformation, every special orthogonal matrix acts as a rotation.
- So use the inverse transpose of the linear transformation when transforming surface normals.
- Following his suggestion, Molien started to study linear transformations of elliptic functions.
- Conversely, the fractional linear transformations are the only functions with this property.
- Linear transformations are not the only ones that can be represented by matrices.
- Furthermore, linear transformations can be represented using matrices,
- The binomial transform is another linear transformation of a still more general type.
- This is due to a negative sign in the linear transformation between them.
- Consequently, any linear transformation corresponding to a signature matrix constitutes an isometry.
- The automorphisms of this subgroup are therefore given by the invertible linear transformations, so
- It also features 2D graphics with linear transformations.
- Lorentz transformations are Poincar?transformations which are linear transformations ( preserve the origin ).
- In two dimensions, linear transformations can be represented using a 2? transformation matrix.
- Therefore, any linear transformation can also be represented by a general transformation matrix.
- The zero matrix represents the linear transformation sending all vectors to the zero vector.
- General supermatrices represent an arbitrary ungraded linear transformation.
- :The algebraic multiplicity of an eigenvalue ? of a linear transformation is significant.
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