академик богољуб станковић - SANU-a

НАЈЗНАЧАЈНИЈЕ ПУБЛИКАЦИЈЕ
АКАДЕМИК БОГОЉУБ СТАНКОВИЋ
НАУЧНИ РАДОВИ
у монографијама, зборницима и часописима
1. Inversion et invariants de la transformation généralisée de Hankel /
Bogoljub Stanković.
U: Comptes Rendus des Seances de l’Académie des Sciences, Paris, T. 241
(1955), str. 1905-1907.
2. О једној класи сингуларних интегралних једначина : теза / Богољуб
Станковић.
У: Зборник радова САН, Математички институт, књ. 43, 4 (1955), стр.
81-130.
3. Espace C0 le sous-espace des opératours de J. Mikusiński / Bogoljub
Stanković.
U: Bulletin de l’Académie Serbe des Sciences et des Arts, Classe des
Sciences mathématiques et naturelles. Sciences mathématiques. Nouvelle
série, T. 35 (No 5), (1966), str. 51-61.
4. Sur la convergence d’une série d’opérateur / B. [Bogoljub] Stanković.
U: Studia mathematica, Warszawa, T. 26, 2 (1966), str. 117-120.
5. Existence et unicité de la solution de l’équation différentielle opératoire du
premier order / B. [Bogoljub] Stanković.
U: Bulletin de l’Académie Serbe des Sciences et des Arts, Classe des
Sciences mathématiques et naturelles. Sciences mathématiques, T. 40, No
6, (1967), str. 5-12.
6. Conditions de non existence des solutions de l’équation différentielle des
opérateurs de J. Mikusiński / B. [Bogoljub] Stanković.
U: Studia mathematica, T. 28 (1967), str. 235-240.
7. Operator Linear Differential Equation of Order m / Bogoljub Stanković.
U: Journal of Differential Equations, T. 5, No 1 (1969), str. 1-11.
8. On the Function of E.M. Wright / B. [Bogoljub] Stanković.
U: Publications de l’Institut mathématique. Nouvelle série, ISSN 13500302, T. 10 (24), (1970), str. 113-124.
9. The theorem on diferential Equations in Locally Convex Spaces / B.
[Bogoljub] Stanković.
U: Bulletin de l’Académie Serbe des Sciences et des Arts. Classe des
Sciences mathématiques et naturelles. Sciences mathématiques. Nouvelle
série, T. 48, No 8 (1972), str. 1-7.
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10.On power series in the operators sa / M. [Marija] Skendžić, B. [Bogoljub]
Stanković.
U: Studia mathematica, Warszawa, T. 57, 3 (1976), str. 229-239.
11.Linear differential equation with coefficients in a ring of Mikusiński
operators / B. [Bogoljub] Stanković.
U: Commentationes Mathematicae, Poznan, (1978). – Str. 283-293.
12.Linear differential equation with coefficients in a subfield et Mikusiński
operators / B. [Bogoljub] Stanković.
U: Mathematisches Forschungsinstitut Oberwolfach, Tagungsbericht, T. 28
(!978), str. 19-20.
13.Абелевы и Тауберовы теоремы для преобразования Стильтьбеса
обобщенных функции / Б. [Богољуб] Станковић ; перевод с
английского Б.И. Завьялова.
У: Успехи математических наук, Т. 40, св. 4 (244), (1985), стр. 91-103.
14.Abelian Theorems for the Distributional Stieltjes Transform / S. [Stevan]
Pilipović, and B. [Bogoljub] Stanković.
U: Zeitschrift für Analysis und ihre Anwendungen, ISSN 0232-2064, T. 6,
sv. 4 (1987), str. 341-349.
15.Initial value Abelian theorems for the distributional Stieltjes transform / S.
[Stevan] Pilipović and B. [Bogoljub] Stanković.
U: Studia mathematica, T. 86 (1987), str. 239-254.
16.S-asymptotic expansions of distributions / Bogoljub Stanković.
U: International Journal of mathematics and mathematical Sciences 11, No
3 (1988), str. 449-456.
17.Abelian theorems for integral transforms of distributions / Bogoljub
Stanković.
U: Integral Transforms and Special Functions, ISSN 1065-2469, T. 1, No
1, (1993), str. 61-73.
18.S-bounded distributions : application to partial differential equations / B.
[Bogoljub] Stanković.
U: Applicable analysis, 48 (1993), No 1-4, str. 99-112.
19.Structural theorems for the S-asymptotic and quasi-asymptotic of
distributions / S. [Stevan] Pilipović, B. [Bogoljub] Stanković.
U: Mathematica Pannonica, 4, 1, (1993), str. 23-35.
20.Analytic ultradistributions / B. [Bogoljub] Stanković.
U: Proceedings of the American Mathematical Society, T. 123, No 11
(1995), str. 3365-3369.
21.Asymptotic almost periodic distributions application to partial differential
equations / B. [Bogoljub] Stanković.
U: Proceedings of the Steklov Institute of Mathematice, No 3 (203),
(1995), str. 367-375.
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22.Taylor Expansion for Generalized Functions / B. [Bogoljub] Stanković.
U: Journal of Mathematical Analysis and Application, ISSN 0022-247X, T.
203 (1996), str. 31-37.
23.Asymptotic Taylor expansion for Fourier hyperfunctions / B. [Bogoljub]
Stanković.
U: Proceedings of the Royal Society, Seria A. London. ISSN 1364-5021, T.
453 (1997), str. 913-918.
24.Convergence in the Space of Fourier Hyperfunctions / Stevan Pilipović,
Bogoljub Stanković.
U: Proceedings of the Japan Academy, Seria A. Mathematiques Sciences,
T. 73, No 3 (1997), str. 33-35.
25.The structure of a convergent family of Fourier hyperfunction / S. [Stevan]
Pilipović, B. [Bogoljub] Stanković.
U: Integral Transforms and Special Functions, ISSN 1065-2469, T. 6, No
1-4, (1998), str. 277-287.
26.Analytic Fourier hyperfunctions / Bogoljub Stanković.
U: Applicable Analysis, 72, No 3-4, (1999), str. 327-337.
27.On a model of a viscoelastics rod / Bogoljub Stanković, Teodor M.
Atanacković.
U: Fractional Calculus and Applied Analysis, ISSN 1311-0454, T. 7, No 4
(2001), str. 501-522.
28.Winer-type Tauberian Theorems for Fourier Hyperfunctions / S. [Stevan]
Pilipović and B. [Bogoljub] Stanković.
U: Zeitschrift für Analysis und ihre Anwendungen, Journal for Analysis and
its Applications, ISSN 0232-2064, T. 21, No 4 (2002), str. 1027-1042.
29.Dinamics of a Viscoelastic Rod of Fractional Derivative Type / T. [Teodor]
M. Atanacković, Bogoljub Stanković.
U: Z. Angew. Math. Mech. ISSN 0044-2267, T. 82, 6 (2002), str. 377-386.
30.Generalized solutions to a linear discontinuous differential equation / B.
[Bogoljub] Stanković, T. [Teodor] M. Atanacković.
U: Journal of Mathematical Analysis and Applications, ISSN 0022-247X, T.
324 (2006), str. 1462-1469.
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