diagonalization sentence in Hindi
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- A viable mean-field Hamiltonian for modelling itinerant ferromagnetism coexisting with a non-unitary spin-triplet state may after diagonalization be written as:
- I understand now : just because both proofs employ diagonalization and are almost identical in structure does not mean one can be reduced to the other.
- The first follows from direct diagonalization ( the space hierarchy theorem, NL ?" NPSPACE ) and the fact that PSPACE NPSPACE via Savitch's theorem.
- Note that this result does not contradict what is said on simultaneous diagonalization in the article Diagonalizable matrix, which refers to simultaneous diagonalization by a similarity transformation.
- Note that this result does not contradict what is said on simultaneous diagonalization in the article Diagonalizable matrix, which refers to simultaneous diagonalization by a similarity transformation.
- Our result here is more akin to a simultaneous diagonalization of two quadratic forms, and is useful for optimization of one form under conditions on the other.
- This procedure is impractical given its high computational cost : for each S _ l ^ k space, a diagonalization of the true Hamiltonian must be performed.
- An explicit computation of eigenvectors shows that the circle of unitaries implementing the diagonalization of Z 2 in fact connect the beginning and end points of each arc.
- Also, diagonalization was originally used to show the existence of arbitrarily hard complexity classes and played a key role in early attempts to prove P does not equal NP.
- Sequential compactness of " B " in this metric can be shown by a diagonalization argument similar to the one employed in the proof of the Arzel? Ascoli theorem.
- In the case of the baker's map, it can be shown that several unique and inequivalent diagonalizations or bases exist, each with a different set of eigenvalues.
- "' Diagonalization "'is the process of re-ordering the rows and columns of tables and charts so that the data forms an approximately diagonal line.
- Conversely, the surjectivity of the exponential map, together with the above-mentioned block-diagonalization for skew-symmetric matrices, implies the block-diagonalization for orthogonal matrices.
- Conversely, the surjectivity of the exponential map, together with the above-mentioned block-diagonalization for skew-symmetric matrices, implies the block-diagonalization for orthogonal matrices.
- :Because the number constructed in the diagonalization argument ( as it is usually presented ) is guaranteed to be a real number, but not guaranteed to be a rational number.
- In quantum mechanics, the grand canonical ensemble affords a simple description since diagonalization provides a set of distinct microstates of a system, each with well-defined energy and particle number.
- *PM : simultaneous block-diagonalization of upper triangular commuting matrices, id = 7353-- WP guess : simultaneous block-diagonalization of upper triangular commuting matrices-- Status:
- *PM : simultaneous block-diagonalization of upper triangular commuting matrices, id = 7353-- WP guess : simultaneous block-diagonalization of upper triangular commuting matrices-- Status:
- *PM : simultaneous upper triangular block-diagonalization of commuting matrices, id = 7350-- WP guess : simultaneous upper triangular block-diagonalization of commuting matrices-- Status:
- *PM : simultaneous upper triangular block-diagonalization of commuting matrices, id = 7350-- WP guess : simultaneous upper triangular block-diagonalization of commuting matrices-- Status:
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