An integral problem for an equation with partial derivatives of the second order in an unbounded band
Kaleniuk Petro Ivanovych
1
,
Nytrebych Zinoviy Mykolayovych
1
,
Kuduk H.
2
,
Symotiuk Mykhailo Mykhailovych
3
1 Department of Higher Mathematics, Lviv polytechnic national university, Lviv, 79007, Ukraine
2 University of Rzeszow, Rzeszow, 35-959, Poland
3 Department of Mathematical Physics, Institute of applied problems of mechanics and mathematics named after Ya.S. Hairdresser of the National Academy of Sciences, Lviv, 79060, Ukraine
Keywords:
integral problem, partial derivatives of the second order
Abstract
The conditions of existence and uniqueness (in the scale of Sobolev spaces) of solution to the problem with momentum integral conditions for partial differential equations of second order.
Cite
- ACS Style
- Kaleniuk, P.I.; Nytrebych, Z.M.; Kuduk, H.; Symotiuk, M.M. An integral problem for an equation with partial derivatives of the second order in an unbounded band. Bukovinian Mathematical Journal. 2017, 4
- AMA Style
- Kaleniuk PI, Nytrebych ZM, Kuduk H, Symotiuk MM. An integral problem for an equation with partial derivatives of the second order in an unbounded band. Bukovinian Mathematical Journal. 2017; 4(3-4).
- Chicago/Turabian Style
- Petro Ivanovych Kaleniuk, Zinoviy Mykolayovych Nytrebych, H. Kuduk, Mykhailo Mykhailovych Symotiuk. 2017. "An integral problem for an equation with partial derivatives of the second order in an unbounded band". Bukovinian Mathematical Journal. 4 no. 3-4.
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