On the small ball inequality in all dimensions D Bilyk, MT Lacey, A Vagharshakyan
Journal of Functional Analysis 254 (9), 2470-2502, 2008
145 2008 Recovering singular integrals from Haar shifts A Vagharshakyan
Proceedings of the American Mathematical Society 138 (12), 4303-4309, 2010
45 2010 A simple proof of the sharp weighted estimate for Calderón–Zygmund operators on homogeneous spaces TC Anderson, A Vagharshakyan
The Journal of Geometric Analysis 24, 1276-1297, 2014
28 2014 Exponential squared integrability of the discrepancy function in two dimensions D Bilyk, MT Lacey, I Parissis, A Vagharshakyan
Mathematika 55 (1-2), 1-27, 2009
28 2009 Weak and Strong type TP Hytönen, MT Lacey, MC Reguera, ET Sawyer, I Uriarte-Tuero, ...
arXiv preprint arXiv:1006.2530, 2010
18 2010 On the signed small ball inequality D Bilyk, MT Lacey, A Vagharshakyan
arXiv preprint arXiv:0709.2713, 2007
13 2007 Weak and Strong-type estimates for Haar Shift Operators: Sharp power on the TP Hytönen, MT Lacey, MC Reguera, A Vagharshakyan
arXiv preprint arXiv:0911.0713, 2009
9 2009 Weak and Strong-type estimates for Haar Shift Operators: Sharp power on the Ap characteristic (2009) T Hytönen, MT Lacey, MC Reguera, A Vagharshakyan
7 A three-dimensional signed small ball inequality, Dependence in Probability, Analysis and Number Theory, Walter Philipp memorial volume, 7387 D Bilyk, M Lacey, I Parissis, A Vagharshakyan
Kendrick Press, Heber City, UT, 2010
6 2010 A three dimensional signed small ball inequality D Bilyk, MT Lacey, I Parissis, A Vagharshakyan
arXiv preprint arXiv:0909.5158, 2009
5 2009 Weak and Strong type Ap Estimates for Caldern-Zygmund Operators (2010) T Hytönen, MT Lacey, MC Reguera, ET Sawyer, I Uriarte-Tuero, ...
5 LOWER BOUNDS FOR DISCREPANCY A Vagharshakyan
Mathematika 59 (2), 365-379, 2013
3 2013 A refinement of Carlson's theorem A Vagharshakyan
arXiv preprint arXiv:2108.12846, 2021
2 2021 Trigonometric Convexity for the Multidimensional Indicator A Mkrtchyan, A Vagharshakyan
Canadian J. Math, 2024
1 * 2024 Sectorial Paley–Wiener theorem A Vagharshakyan
Mathematical Methods in Applied Sciences 46, 19173-19183, 0
1 * An upper bound for the Menchov-Rademacher operator for right triangles A Vagharshakyan
Proceedings of the American Mathematical Society 150 (09), 3959-3971, 2022
2022 Sectorial Paley-Wiener Theorem A Vagharshakyan
Mathematical Methods in the Applied Sciences 46, 19173-19183, 2022
2022 A Remark on Coefficients of Jacobi Matrices Arising from a Schrodinger Operator A Vagharshakyan
arXiv preprint arXiv:1203.4005, 2012
2012 Chebyshev-type quadrature formulas for new weight classes A Vagharshakyan
arXiv preprint arXiv:1111.3058, 2011
2011 Estimates for discrepancy and Calderon-Zygmund operators A Vagharshakyan
Georgia Institute of Technology, 2010
2010 