Latest Research in Functional Analysis

Top Research Topics in Functional Analysis

• Classical Analysis and ODEs — 20 papers
• Functional Analysis — 17 papers
• Probability — 14 papers
• Complex Variables — 10 papers
• Analysis of PDEs — 9 papers
• Numerical Analysis — 8 papers
• Approximation Theory and Sequence Spaces — 8 papers
• Dynamical Systems — 6 papers
• Advanced Harmonic Analysis Research — 5 papers
• Number Theory — 5 papers

Highest-Cited Papers

1. Bernoulli--Strang--Fix Conditions: Approximation and Prediction by Sampling Kantorovich Operators
2. Preservation of Positive-Definiteness by Bernstein Operators on the Circle
3. Gabor Frames of Totally Positive Functions: A Complete Characterization
4. Explicit Wavelet Approximation in Weighted Besov Spaces with Applications to Piecewise Regular Series Under Structural Breaks
5. Roughness of Nonuniform (ρ − , ρ + )‐Exponential Dichotomy
6. The Boundedness for k-th Order Commutators of Fractional Integral Operators with Variable Kernels
7. A note on some upper bounds for the Frobenius norm of the $q$-deformed commutator
8. Absolute continuity of two-dimensional polynomial random vectors
9. Optimized bounds for the product and the ratios of modified Bessel functions
10. Certain properties and applications of the mixed degenerate Gould-Hopper type polynomials in mathematical physics
11. The restriction-extension operator on Lebesgue spaces with symmetries and applications to the limiting absorption principle
12. On Value Distribution of One Epstein Zeta-Function
13. Endpoint boundedness of Orlicz-BMO commutators on Orlicz-Hardy type spaces
14. A Direct Approach to Hermite Interpolation
15. Mesh-Degree Rigidity for Positive Chebyshev-Fourier Approximants
16. Mesh-Degree Rigidity for Positive Chebyshev-Fourier Approximants
17. Quantitative Driver-Only Capacity Cores and Simultaneous Scalar Itô Flows
18. A sharp integral criterion for the Lane--Emden system of inequalities on weighted graphs
19. Specular differentiation in one dimension: a quasi-mean value theorem, regularity, and discontinuities
20. On a class of Sobolev tests for symmetry of directions, their detection thresholds, and asymptotic powers