Sotsiologicheskoe Obozrenie.
National Research University Higher School of Economics.
Vol. 19.
2020.
P. 450-465
STABILITY ESTIMATES FOR DELAY PARABOLIC DIFFERENTIAL AND DIFFERENCE EQUATIONS
In the present study, the well-posedness of the identification problem for delay parabolic differential equation is investigated. The stability estimates in Holder norms for the solution of this problem are established. Single-step stable difference schemes are presented. The stability estimates in difference analogue of Holder norms for the solution of these difference schemes are established.
Authors
Ashyralyev A.
1,
2,
3
,
Agirseven D.4
,
Agarwal R.P.5
Publisher
MINISTRY COMMUNICATIONS & HIGH TECHNOLOGIES REPUBLIC AZERBAIJAN
Number of issue
2
Language
English
Pages
175-204
Status
Published
Volume
19
Year
2020
Organizations
- 1 Near East Univ, Dept Math, Mersin 10, Nicosia, Turkey
- 2 Peoples Friendship Univ Russia, Ul Miklukho Maklaya 6, Moscow 117198, Russia
- 3 Inst Math & Math Modeling, Alma Ata 050010, Kazakhstan
- 4 Trakya Univ, Fac Sci, Dept Math, Edirne, Turkey
- 5 Texas A&M Univ Kingsville, Dept Math, 700 Univ Blvd,MSC 172, Kingsville, TX 78363 USA
Keywords
Delay Parabolic Equation; Difference Schemes; Banach Spaces; Positive Operators; Stability Estimates; Dirichlet Condition
Share
Other records
SESSION-LEVEL RELIABILITY ANALYSIS FOR MULTI-SERVICE COMMUNICATION IN AUTONOMOUS VEHICULAR FLEETS
Article
IEEE Access.
Institute of Electrical and Electronics Engineers Inc..
Vol. 8.
2020.
P. 174629-174642