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Positioning errors indication by seek error rate and other Hdd parameters
Nasyrov I., Nasyrov R., Khairullin B.
of the change of the SMART parameter 7 Seek error rate value on the operating time, which characterizes
Inverse Sturm-Liouville problem with singular potential and spectral parameter in the boundary conditions
Chitorkin E.E., Bondarenko N.P.
dependence on the spectral parameter in the first boundary condition, and analytical dependence
Product form solution for G-networks with dependent service
Bocharov P., D'Apice C., Gavrilov E., Pechinkin A.
with given probability depending on parameters of the target customer route kills this customer
To the theory of operator monotone and operator convex functions
Hoa D., Tikhonov O.
We prove that a real function is operator monotone (operator convex) if the corresponding
Index of Differential-Difference Operators on an Infinite Cylinder
Zhuikov K.N.
symbols are families of operators with a parameter and periodic coefficients. Our index formula contains
Оценка влияния изменения режимных параметров органического цикла Ренкина при изменении внешних
Карабарин, Д. И., Karabarin, Denis I.
AIM. To determine the effect of changes in external parameters on the operating parameters
Unbounded random operators and Feynman formulae
Orlov Yu.N., Sakbaev V.Zh., Smolyanov O.G.
develop a method for finding the expectations of unbounded random operators on a Hilbert space
The unique solvability of a certain nonlocal nonlinear problem with a spatial operator strongly monotone with respect to the gradient
Glazyrina O., Pavlova M.
We consider a nonlinear degenerate parabolic equation whose spatial operator depends on a nonlocal
Dynamics of discrete time systems with a hysteresis stop operator
Arnold M., Begun N., Gurevich P., Kwame E., Lamba H., Rachinskii D.
depending on two parameters. More complicated systems involving stop operators may have potential
Inverse Sturm–Liouville Problem with Spectral Parameter in the Boundary Conditions
Bondarenko N.P., Chitorkin E.E.
are applied to the Hochstadt–Lieberman-type problems with polynomial dependence on the spectral parameter

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