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2. Generalized γ-generating matrices.
3. Unitary Automorphisms of the Space of ( T + H)-Matrices.
4. Matrix spectral factorization and wavelets.
5. Determinant theory for lattice matrices.
6. To solving inverse eigenvalue problems for matrices.
7. Methods of stabilizing or destabilizing a switched linear system.
8. On Ostrowski's disk theorem and lower bounds for the smallest eigenvalues and singular values.
9. On determinantal diagonal dominance conditions.
10. Deformation of orthotropic composites with unidirectional ellipsoidal inclusions under matrix microdamages.
11. The generalized monotonicity property of the Perron root.
12. An estimate for the round-off error in the elimination problem.
13. To solving spectral problems for q-parameter polynomial matrices. III.
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