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Smales problem for critical points on certain two rays point ζ of f with |f(ζ)/ζ| ≤ 1/2 provided that the critical points of f lie in the sector {re iθ:r > 0

Low energy excitation spectrum and Cu(2) spin-lattice relaxation from the singlet correlated band in YBa2Cu4O8-established saddle point of strong copper character. The susceptibility is governed by a Fermi-liquid like

Coincidence points of two mapsThe problem of finding coincidence points of two maps is studied. An iteration method

The Riemann boundary-value problem on an n-sheeted surface free of limit points of projections of branch points onto ℂWe obtain solvability conditions and explicit solutions for the Riemann boundary-value problem

On coincidence points of multivalued vector mappings of metric spaces occurring in the multiple fixed-point problem are obtained. In particular, these results imply some well

Случайные гауссовы волны в изотропной упругой среде agree- ment. We also consider nodal points (NPs) u = 0, v = 0 of the in-plane random vectorial

Charge-excitation picture of Cu NMR Knight shift and relaxation in YBa2Cu4O8 deduced from a 3-band Hubbard model-developed saddle point of strong copper character. The main contribution to the susceptibility comes from thermally

On the equilibrium problem of a soft network shell in the presence of several point loads external point loads concentrated at some pairwise distinct points. A generalized statement of the problem

The construction of the efficient contour of the inverse Mellin transformation for the F3 structure function ) by the Mellin inverse transformation method using the parabolic con­tour running from a saddle point

Quasi-periodic dynamics in system with multilevel pulse modulated control

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