jordan form वाक्य
उदाहरण वाक्य
मोबाइल
- This real Jordan form is a consequence of the complex Jordan form.
- This real Jordan form is a consequence of the complex Jordan form.
- One can also obtain a slightly different decomposition via the Jordan form.
- This can be used to show the uniqueness of the Jordan form.
- The general method to reduce a square matrix to Jordan form is too long.
- It didn't quite follow Jordan form of the past.
- However, the Jordan forms are equivalent Jordan forms.
- However, the Jordan forms are equivalent Jordan forms.
- It should be noted that the spectral projections aren't neatly blocked as in the Jordan form.
- :Often it is convenient to diagonalize ( or put in Jordan form ), then raise to powers, then un-diagonalize.
- Another ( closely related ) method if the field is algebraically closed is to work with the Jordan form of " X ".
- This means that one may use Jordan forms that only exist over a larger field to determine whether the given matrices are similar.
- I need a relatively simple procedure or algorithm for my purpose i . e . upper triangular but need not be a Jordan form.
- Shay and Jordan form a sort of romantic relationship which is cut short when Shay finds out Wade is trying to back out their arrangement.
- But this actually gives a clue : somehow the result above holds because of the simplicity of geometry, and a Jordan form doesn't capture geometry.
- The various admissible matrix types, called Jordan forms cannot all occur, as the energy conditions that the energy momentum tensor is forced to satisfy rule out certain forms.
- Given a complex square matrix A, find a matrix P such that P-1 AP is an upper triangular matrix ( nothing more, need not be a Jordan form ).
- Not all matrices are diagonalizable, but at least over the complex numbers ( or any algebraically closed field ), every matrix is similar to a matrix in Jordan form.
- Put in another way, a matrix is diagonalizable if each block in its Jordan form has no nilpotent part; i . e ., each " block " is a one-by-one matrix.
- :The way I see it is : if N is any nilpotent nxn matrix, then N n = 0 ( because of the normal form of nilpotent matrices, which is just their Jordan form.
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