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The Multipoint Initial–Final Value Condition for the Hoff Equations on Geometrical Graph in Spaces of K-“noises”
by
Favini, Angelo
,
Zagrebina, Sophiya A.
,
Sviridyuk, Georgy A.
Published in
Mediterranean journal of mathematics
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A new method for studying the problem of optimal dynamic measurement in the presence of observation interference
by
Alexandr, Shestakov
,
Sophiya, Zagrebina
,
Minzilya, Sagadeeva
,
Evgeniy, Bychkov
,
Natalya, Solovyova
,
Nikita, Goncharov
,
Georgy, Sviridyuk
Published in
Measurement. Sensors
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Multipoint initial-final value problems for dynamical Sobolev-type equations in the space of noises
by
Angelo Favini
,
Sophiya A. Zagrebina
,
Georgy A. Sviridyuk
Published in
Electronic journal of differential equations
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Optimal control for solutions to Sobolev stochastic equations
by
Bychkov, Evgeniy
,
Sviridyuk, Georgy
,
Bogomolov, Alexey
Published in
Electronic journal of differential equations
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Optimal control for solutions to Sobolev stochastic equations
by
Evgeniy Bychkov
,
Georgy Sviridyuk
,
Alexey Bogomolov
Published in
Electronic journal of differential equations
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Linear Sobolev Type Equations with Relatively p-Radial Operators in Space of “Noises”
by
Favini, Angelo
,
Sviridyuk, Georgy
,
Sagadeeva, Minzilia
Published in
Mediterranean journal of mathematics
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The Multipoint Initial–Final Value Condition for the Hoff Equations on Geometrical Graph in Spaces of $$\mathbf{K}$$-“noises”
by
Favini, Angelo
,
Zagrebina, Sophiya A.
,
Sviridyuk, Georgy A.
Published in
Mediterranean journal of mathematics
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Electronic Journal Of Differential Equations
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Mediterranean Journal Of Mathematics
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Measurement. Sensors
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White Noise
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Space Of Noises
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Stochastic Sobolev Type Equations
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Additive “White Noise”
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Banach Spaces
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Dynamical Sobolev-Type Equation
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Earth Surface
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Existence Theorems
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Hite Noise
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I Beams
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Leontief Type Systems
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Multipoint Initial-Final Conditions
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