Oinarov R 1

1. Boundedness and compactness of a class of integral operators with power and logarithmic singularity when p≤ q
2. Oscillatory and spectral properties of fourth-order differential operator and weighted differential inequality with boundary conditions
3. BOUNDEDNESS OF RIEMANN-LIOUVILLE OPERATOR FROM WEIGHTED SOBOLEV SPACE TO WEIGHTED LEBESGUE SPACE
4. BOUNDEDNESS OF RIEMANN–LIOUVILLE OPERATOR FROM WEIGHTED SOBOLEV SPACE TO WEIGHTED LEBESGUE SPACE FOR 1 < q < p < ∞
5. On the Density of Compactly Supported Functions in a Space with Multiweighted Derivatives
6. On weighted inequalities for a class of quasilinear integral operators
7. Oscillation and spectral properties of some classes of higher order differential operators and weighted nth order differential inequalities
8. OSCILLATORY AND SPECTRAL ANALYSIS OF HIGHER-ORDER DIFFERENTIAL OPERATORS
9. Weighted differential inequality and oscillatory properties of fourth order differential equations
10. Weighted second-order differential inequality on set of compactly supported functions and its applications
11. A Bilinear Inequality for a Class of Operators of Fractional Integration
12. Boundedness of one class of integral operators from L_p to L_q for 1 < q< p< ∞
13. Criteria for boundedness of a class of integral operators from Lp to Lq for 1
14. DESCRIPTION OF THE CLOSURE OF THE SET OF INFINITELY DIFFERENTIABLE COMPACTLY SUPPORTED FUNCTIONS IN A WEIGHTED SOBOLEV SPACE
15. Function Space and Variational Problem for a Differential Equation with Degeneration
16. OSCILLATORY AND SPECTRAL PROPERTIES OF A CLASS OF FOURTH–ORDER DIFFERENTIAL OPERATORS VIA A NEW HARDY–TYPE INEQUALITY
17. SECOND-ORDER HARDY-TYPE INEQUALITY AND ITS APPLICATIONS
1