Jordan form

Jordan form

[zhȯr′dän‚fȯrm]
(mathematics)
A matrix that has been transformed into a Jordan matrix is said to be in Jordan form.
McGraw-Hill Dictionary of Scientific & Technical Terms, 6E, Copyright © 2003 by The McGraw-Hill Companies, Inc.
References in periodicals archive ?
Kuwait, Qatar, Saudi Arabia, Syria and Jordan form Group B.
1958 - Iraq and Jordan form Arab Federation with King Faisal as head of state.
It will review reports presented by honorable members of the council and the report of the Parliamentary Friendship Committee between the State Council and the Jordanian Senate Council and on its visit to the Hashemite Kingdom of Jordan form April 9 th to 13 th 2017 and the recommendations of the Oman 1 st Environmental Forum.
It will review reports presented by honourable members of the council and the report of the Parliamentary Friendship Committee between the State Council and the Jordanian Senate Council and on its visit to the Hashemite Kingdom of Jordan form April 9th to 13th 2017 and the recommendations of the Oman 1st Environmental Forum.
is a Jordan form of A with [lambda] [not member of] [LAMBDA]([J.sub.2]).
for all t [member of] R, any k [member of] {0, 1, ..., n} and any i [member of] {1, ..., n}, where N is a nonsingular matrix such that [N.sup.-1] AN is a Jordan form matrix and [[[N.sup.-1][[vector].[upsilon]](s)].sub.i] denotes the i-th component of [N.sup.-1][[vector].[upsilon]](s).
The products with the highest demand in Jordan form Egypt are food products, agricultural crops, and chemicals.
Matrix theory; from generalized inverses to Jordan form.
They cover definitions, examples and first properties for invariant subspaces, Jordan form for invariant subspaces, coinvariant and semiinvariant subspaces, Jordan form for extensions and completions, applications to matrix polynomials, invariant subspaces for transformations between different spaces, rational matrix functions, and linear systems.
Lebanon, Oman, and Jordan formed the first group, UAE, Bahrain, and Egypt the second, Tunisia, Libya, and Morocco the third, and Palestine, Saudi Arabia, and Qatar comprised the fourth.
Calculation of Jordan forms is followed by normed linear spaces, inner product spaces, orthogonality, and symmetric, Hermitian, and normal matrices.
King Abdullah explained that Jordan is open in the economic field to the countries in the region and the world through free trade agreements and economic partnership agreements adding that "Jordan forms an economic connection point with the leading economic groups that include around a billion consumer in the world".

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