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Boundary Value Problems for Spectrally Loaded Parabolic Operators, in Neklassicheskie uravneniya matematicheskoi fiziki (Nonclassical Equations of Mathematical Physics)
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A Singular Equation of Volterra Type of the Second Kind. I. The Homogeneous CaseMat. Zh., 6
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A Nonlinear Loaded Parabolic Equation and a Related Inverse ProblemMathematical Notes, 76
M.T. Dzhenaliev (2001)
On Loaded Equations with Periodic Boundary ConditionsDiffer. Uravn., 37
M.M. Amangalieva, M.T. Dzhenaliev, M.I. Ramazanov (2004)
On Boundary Value Problems for “Essentially” Loaded Parabolic Equations in Bounded Domains in a Many-Dimensional CaseDokl. AMAN, 7
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Uravneniya matematicheskoi biologii
Александр Кожанов, A. Kozhanov (2004)
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M.M. Amangalieva, M.T. Dzhenaliev, M.I. Ramazanov, A.E. Tuimebaeva (2006)
A Singular Integral Equation of Volterra Type of the Second Kind. II. The Nonhomogeneous Case and Nonlocal ProblemsMat. Zh., 6
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M. Dzhenaliev, M. Ramazanov (2007)
On a boundary value problem for a spectrally loaded heat operator: IDifferential Equations, 43
We continue the study of boundary value problems for spectrally loaded heat equations in unbounded domains for the case in which the order of the derivative in the loaded term coincides with that of the differential part of the equation and the motion of the load point with respect to the space variable is given by the law -x(t) = t ω , −∞ < ω < 1/2.
Differential Equations – Springer Journals
Published: Apr 8, 2011
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