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Next, an algorithm to solve the Jacobian matrix is proposed.
The condition number of the configuration matrix is proposed as a fundamental criterion for configuration evaluation.
The lower bound on sum of squared singular values of a specific matrix is proposed.
Furthermore, an attributes matrix is proposed to combine the above measures.
A product operator matrix is proposed to describe scalar couplings in liquid NMR.
An efficient construction of the Jacobian matrix is proposed, resulting in diagonal matrices.
A core process analysis matrix is proposed for identifying the critical processes.
In the present work, a structural damage identification approach, built on the flexibility matrix, is proposed.
Then, a two-dimensional matrix is proposed to derive systemic risk of oil imports from the internal to external risk.
A bordered matrix is proposed, that with block-algebra manipulations rebuilds the form of the equation given in the title.
A novel concept of "PRB matrix" is proposed for representing topologies of all PRB models in a uniform way.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com