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Lale Aliyeva
Lale Aliyeva
Institute of Mathematics and Mechanics, Baku, Azerbaijan
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Cited by
Cited by
Year
On local properties of functions and singular integrals in terms of the mean oscillation
RM Rzaev, LR Aliyeva
Central European Journal of Mathematics 6, 595-609, 2008
162008
Necessary and sucient conditions for the boundedness of comutators of B-Riesz potentials in Lebegues spaces
GA Abasova, LR Aliyeva, JJ Hasanov, ES Shirinova
Journal of Contemporary Applied Mathematics-ISSN: 2222-5498 6 (2), 2016
72016
Mean oscillation, Φ-oscillation and harmonic oscillation
RM Rzaev, LR Aliyeva
Trans. NAS Azerb 30 (1), 167-176, 2010
72010
Singular Integral Operator in Spaces Defined by a Generalized Oscillation.
RM Rzaev, LR Aliyeva, LE Huseinova
Ukrainian Mathematical Journal 73 (9), 2022
12022
CONSTRUCTION OF GREEN FUNCTION FOR BESSEL-HELMHOLTZ EQUATION
LRA Javanshir J. Hasanov , Rabil Ayazoglu (Mashiyev)
International Journal of Applied Mathematics 29 (5), 509-522, 2016
12016
On some local properties of functions
RM Rzaev, LR Aliyeva
Trans. Natl. Acad. Sci. Azerb. Ser. Phys.-Tech. Math. Sci 25, 111-118, 2005
12005
Approximate solution of a dominant singular integral equation with conjugation
D Pylak, P Wójcik
Ukrains’ kyi Matematychnyi Zhurnal 73 (9), 1289-1296, 2021
2021
Сингулярний інтегральний оператор у просторах, які визначаються за допомогою узагальненої осциляції
RM Rzaev, LR Aliyeva, LE Huseinova
Ukrains’ kyi Matematychnyi Zhurnal 73 (9), 1231-1244, 2021
2021
Necessary and sucient conditions for the boundedness of commutators of B-Riesz potentials on Lp; spaces
JJ Hasanov, LR Aliyeva
Journal of Contemporary Applied Mathematics-ISSN: 2222-5498 6 (1), 2016
2016
EQUIVALENT NORMS IN MEAN OSCILLATION SPACES
LR ALIYEVA
Transactions 31 (4), 19-26, 2011
2011
MAXIMAL OPERATOR IN WEIGHTED MORREY SPACES, ASSOCIATED WITH THE LAPLACE-BESSEL DIFFERENTIAL OPERATOR
LR ALIYEVA, SE ALMALI, ZV SAFAROV
Oscillatory integral operator on Lebesgue spaces with variable exponent
LR Aliyeva
SPECTRAL THEORY AND ITS APPLICATIONS, 43, 0
SOME LOCAL PROPERTIES OF SINGULAR INTEGRAL IN TERMS OF MEAN OSCILLATION
LR ALIYEVA
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