Wydział Matematyki, Informatyki i Mechaniki Uniwersytetu Warszawskiego
Publikacje
Adam Osękowski
2018
- Adam Osękowski, Sharp logarithmic estimates for positive dyadic shifts, Advances In Mathematics 324 2018, s. 118–147.zobacz w PBN
- Adam Osękowski, Sharp $L^p$-bounds for the martingale maximal function, Tohoku Mathematical Journal 70 (1) 2018, s. 121–138.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, A weighted maximal inequality for differentially subordinate martingales, Proceedings Of The American Mathematical Society 146 (5) 2018, s. 2263–2275.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Weighted $L^2$ inequalities for square functions, Transactions Of The American Mathematical Society 370 (4) 2018, s. 2391–2422.zobacz w PBN
- Adam Osękowski, Weighted maximal inequalities for the Haar system, Monatshefte Fur Mathematik 186 (2) 2018, s. 321–336.zobacz w PBN
- Adam Osękowski, Square function inequalities for monotone bases in $L^1$, Banach Journal Of Mathematical Analysis 12 (3) 2018, s. 693–708.zobacz w PBN
- Adam Osękowski, A weighted weak-type bound for Haar multipliers, Proceedings Of The Royal Society Of Edinburgh Section A-mathematics 148 (3) 2018, s. 643–658.zobacz w PBN
- Komla Domelevo, Adam Osękowski i Stefanie Petermichl, Various sharp estimates for semi-discrete Riesz transforms of the second order, w: 50 years with Hardy spaces, Birkhäuser, Cham, 2018, s. 229–255.zobacz w PBN
- Yong Jiao, Adam Osękowski i Lian Wu, Inequalities for noncommutative differentially subordinate martingales, Advances In Mathematics 337 2018, s. 216–259.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Stability in Burkholder's differentially subordinate martingales inequalities and applications to Fourier multipliers, Journal De Mathematiques Pures Et Appliquees 119 2018, s. 1–44.zobacz w PBN
- Adam Osękowski, Weighted square function inequalities, Publicacions Matematiques 62 (1) 2018, s. 75–94.zobacz w PBN
2017
- Adam Osękowski, Weighted inequalities for the martingale square and maximal functions, Statistics & Probability Letters 120 2017, s. 95–100.zobacz w PBN
- Turdebek N. Bekjan, Zeqian Chen i Adam Osękowski, Noncommutative maximal inequalities associated with convex functions, Transactions Of The American Mathematical Society 369 (1) 2017, s. 409–427.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Sharp weak type inequalities for fractional integral operators, Potential Analysis 47 (1) 2017, s. 103–121.zobacz w PBN
- Adam Osękowski, Inequalities for Hilbert operator and its extensions: the probabilistic approach, Annals Of Probability 45 (1) 2017, s. 535–563.zobacz w PBN
- Adam Osękowski, Weighted inequalities for martingale transforms and stochastic integrals, Mathematika 63 (2) 2017, s. 433–450.zobacz w PBN
- Michał Brzozowski, Adam Osękowski i Mateusz Rapicki, Sharp weighted weak-norm estimates for maximal functions, Statistics & Probability Letters 131 2017, s. 93–101.zobacz w PBN
- Adam Osękowski, Sharp weighted bounds for geometric maximal operators, Glasgow Mathematical Journal 59 (3) 2017, s. 533–547.zobacz w PBN
- Adam Osękowski, Two-weight inequalities for geometric maximal operators, Mathematical Inequalities & Applications 20 (4) 2017, s. 1121–1138.zobacz w PBN
- Adam Osękowski, Weighted weak-type inequality for martingales, Bulletin Of The Polish Academy Of Sciences. Mathematics 65 (2) 2017, s. 165–175.zobacz w PBN
- Adam Osękowski, A Fefferman-Stein inequality for the martingale square and maximal functions, Statistics & Probability Letters 129 2017, s. 81–85.zobacz w PBN
- Adam Osękowski, Best constants in Muckenhoupt's inequality, Annales Academiae Scientiarum Fennicae-mathematica 42 2017, s. 889–904.zobacz w PBN
- Adam Osękowski, Sharp LlogL estimates for Fourier multipliers, Quarterly Journal Of Mathematics 68 2017, s. 1357–1377.zobacz w PBN
- Iosif Pinelis, Victor de la Peña, Rustam Ibragimov, Adam Osękowski i Irina Shevtsova, Inequalities and Extremal Problems in Probability and Statistics: Selected Topics, Elsevier, 2017.zobacz w PBN
- Adam Osękowski, Method of moments and sharp inequalities for martingales, w: Inequalities and Extremal Problems in Probability and Statistics: Selected Topics, Elsevier, 2017, r. 1.zobacz w PBN
- Adam Osękowski, On a class of optimal stopping problems of nonintegral type, w: Inequalities and Extremal Problems in Probability and Statistics: Selected Topics, Elsevier, 2017, r. 2.zobacz w PBN
2016
- Adam Osękowski, A logarithmic bound for a stopped Brownian motion, Stochastic Analysis And Applications 34 (1) 2016, s. 65–74.zobacz w PBN
- Adam Osękowski, On the UMD constant of the space $\ell^N_1$, Colloquium Mathematicum 142 (1) 2016, s. 135–147.zobacz w PBN
- Adam Osękowski, Sharp logarithmic inequalities for Hardy operators, Zeitschrift Fur Analysis Und Ihre Anwendungen 35 (1) 2016, s. 1–20.zobacz w PBN
- Adam Osękowski, Sharp $L^p$ bound for holomorphic functions on the unit disc, Mediterranean Journal Of Mathematics 13 (1) 2016, s. 127–139.zobacz w PBN
- Adam Osękowski, Sharp estimates for Lipschitz class, Journal Of Geometric Analysis 26 (2) 2016, s. 1346–1369.zobacz w PBN
- Adam Osękowski, On Carlson-Levin inequalities, Analysis Mathematica 42 (1) 2016, s. 55–67.zobacz w PBN
- Adam Osękowski, Weighted maximal inequality for differentially subordinate martingales, Electronic Communications In Probability 21 2016, s. PaperNo.23,10.zobacz w PBN
- Adam Osękowski, Sharp inequalities for the Haar system and martingale transforms, Probability And Mathematical Statistics 36 (1) 2016, s. 147–164.zobacz w PBN
- Adam Osękowski, Weighted inequalities for the dyadic square function, Integral Equations And Operator Theory 85 (3) 2016, s. 359–380.zobacz w PBN
- Adam Osękowski, Sharp weighted logarithmic bound for maximal operators, Archiv Der Mathematik 107 (6) 2016, s. 635–644.zobacz w PBN
- Adam Osękowski, A sharp weak-type $(\infty,\infty)$ inequality for the Hilbert transform, Complex Analysis And Operator Theory 10 (6) 2016, s. 1133–1143.zobacz w PBN
2015
- Rodrigo Banuelos i Adam Osękowski, Weighted norm inequalities for fractional maximal operators: a Bellman function approach, Indiana University Mathematics Journal 64 (3) 2015, s. 957–972.zobacz w PBN
- Adam Osękowski, Sharp maximal estimates for BMO martingales, Osaka Journal Of Mathematics 52 (4) 2015, s. 1125–1142.zobacz w PBN
- Adam Osękowski, Sharp inequalities for BMO functions, Chinese Annals Of Mathematics Series B 36 (2) 2015, s. 225–236.zobacz w PBN
- Adam Osękowski, Sharp inequalities for Hilbert transform in a vector-valued setting, Mathematical Inequalities & Applications 18 (4) 2015, s. 1561–1573.zobacz w PBN
- Adam Osękowski, A new approach to Hardy-type inequalities, Archiv Der Mathematik 104 (2) 2015, s. 165–176.zobacz w PBN
- Adam Osękowski, Sharp logarithmic inequalities for two Hardy-type operators, Bulletin Of The Polish Academy Of Sciences. Mathematics 63 (3) 2015, s. 237–247.zobacz w PBN
- Adam Osękowski, A splitting procedure for Bellman functions and the action of dyadic maximal operators on $L\sp p$, Mathematika 61 (1) 2015, s. 199–212.zobacz w PBN
- Adam Osękowski, A weak-type inequality for submartingales and It\^o processes, Bulletin Of The Polish Academy Of Sciences. Mathematics 63 (1) 2015, s. 73–88.zobacz w PBN
- Adam Osękowski, Sharp estimates for holomorphic functions on the unit ball of $\Bbb C\sp n$, Complex Variables And Elliptic Equations 60 (3) 2015, s. 323–332.zobacz w PBN
- Adam Osękowski, Weighted weak-type inequalities for some fractional integral operators, Proceedings Of The Japan Academy Series A-mathematical Sciences 91 (3) 2015, s. 35–38.zobacz w PBN
- Adam Osękowski, Estimates for the diameter of a martingale, Stochastics-an International Journal Of Probability And Stochastic Processes 87 (2) 2015, s. 235–256.zobacz w PBN
- Adam Osękowski, Sharp $L\sp 1(\ell\sp q)$ estimate for a sequence and its predictable projection, Statistics & Probability Letters 104 2015, s. 82–86.zobacz w PBN
- Adam Osękowski, A prophet inequality for $L\sp p$-bounded dependent random variables, Positivity 19 (2) 2015, s. 289–303.zobacz w PBN
- Adam Osękowski, A sharp maximal inequality for one-dimensional Dunkl martingales, Statistics & Probability Letters 105 2015, s. 114–119.zobacz w PBN
- Adam Osękowski, Kolmogorov's inequalities for martingales and the Haar system, Bulletin Mathematique De La Societe Des Sciences Mathematiques De Roumanie 58(106) (2) 2015, s. 181–192.zobacz w PBN
- Adam Osękowski, Weak-$L\sp \infty$ inequalities for BMO functions, New York Journal Of Mathematics 21 2015, s. 699–713.zobacz w PBN
- Adam Osękowski, Sharp weak-type estimates for the dyadic-like maximal operators, Taiwanese Journal Of Mathematics 19 (4) 2015, s. 1031–1050.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Sharp martingale inequalities and applications to Riesz transforms on manifolds, Lie groups and Gauss space, Journal Of Functional Analysis 269 (6) 2015, s. 1652–1713.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, On Astala's theorem for martingales and Fourier multipliers, Advances In Mathematics 283 2015, s. 275–302.zobacz w PBN
2014
- Adam Osękowski, Sharp weak type estimates for Riesz transforms, Monatshefte Fur Mathematik 174 (2) 2014, s. 305–327.zobacz w PBN
- Adam Osękowski, Maximal inequalities for functions of bounded lower oscillation, Kyushu Journal Of Mathematics 68 (2) 2014, s. 297–305.zobacz w PBN
- Adam Osękowski, Sharp weak-type inequalities for Fourier multipliers and second-order Riesz transforms, Central European Journal Of Mathematics 12 (8) 2014, s. 1198–1213.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Sharp maximal $L\sp p$-estimates for martingales, Illinois Journal Of Mathematics 58 (1) 2014, s. 149–165.zobacz w PBN
- Adam Osękowski, Sharp inequalities for Riesz transforms, Studia Mathematica 222 (1) 2014, s. 1–18.zobacz w PBN
- Adam Osękowski, On the Action of Riesz Transforms on the Class of Bounded Functions, Complex Analysis And Operator Theory 8 (6) 2014, s. 1269–1283.zobacz w PBN
- Adam Osękowski, Weak-type inequalities for Fourier multipliers with applications to the Beurling-Ahlfors transform, Journal Of The Mathematical Society Of Japan 66 (3) 2014, s. 745–764.zobacz w PBN
- Adam Osękowski, Maximal weak-type inequality for stochastic integrals, Electronic Communications In Probability 19 2014, s. no.25,13.zobacz w PBN
- Adam Osękowski, Some sharp estimates for the Haar system and other bases in $L\sp 1(0,1)$, Mathematica Scandinavica 115 (1) 2014, s. 123–142.zobacz w PBN
- Adam Osękowski, On restricted weak-type constants of Fourier multipliers, Publicacions Matematiques 58 (2) 2014, s. 415–443.zobacz w PBN
- Adam Osękowski, Sharp $L\sp p,\infty\rightarrow L\sp q$ estimates for the dyadic-like maximal operators, Journal Of Fourier Analysis And Applications 20 (5) 2014, s. 911–933.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, On the Bellman function of Nazarov, Treil and Volberg, Mathematische Zeitschrift 278 (1-2) 2014, s. 385–399.zobacz w PBN
- Adam Osękowski, Sharp L2logL inequalities for the Haar system and martingale transforms, Statistics & Probability Letters 94 (Complete) 2014, s. 91–97.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, On the operator $\Lambda*$ and the Beurling-Ahlfors transform on radial functions, Michigan Mathematical Journal 63 (1) 2014, s. 213–221.zobacz w PBN
- Adam Osękowski, A weak-type inequality for the martingale square function, Statistics & Probability Letters 95 (Complete) 2014, s. 139–143.zobacz w PBN
- Adam Osękowski, Sharp Weak Type Inequality for Fractional Integral Operators Associated with -Dimensional Walsh–Fourier Series, Integral Equations And Operator Theory 78 (4) 2014, s. 589–600.zobacz w PBN
- Adam Osękowski, Sharp Localized Inequalities for Fourier Multipliers, Canadian Journal Of Mathematics-journal Canadien De Mathematiques 66 (6) 2014, s. 1358–1381.zobacz w PBN
- Adam Osękowski, Maximal Inequalities for Martingales and Their Differential Subordinates, Journal Of Theoretical Probability 27 (1) 2014, s. 1–21.zobacz w PBN
- Adam Osękowski, Functional equations and sharp weak-type inequalities for the martingale square function, Mathematical Inequalities & Applications 17 (4) 2014, s. 1499–1513.zobacz w PBN
- Adam Osękowski, Inequalities for the truncated Hilbert transform and the segment multiplier, Collectanea Mathematica 65 (1) 2014, s. 103–118.zobacz w PBN
- Adam Osękowski, Sharp Weak-Type Inequality for the Haar System, Harmonic Functions and Martingales, Bulletin Of The Polish Academy Of Sciences. Mathematics Vol. 62, no 2 2014, s. 187––196.zobacz w PBN
- Adam Osękowski, Inequalities for martingales taking values in 2-convex Banach spaces, Statistics & Probability Letters 84 (1) 2014, s. 102–107.zobacz w PBN
- Adam Osękowski, Weak-type inequalities for maximal operators acting on Lorentz spaces, w: CALCULUS OF VARIATIONS AND PDEs, Instytut Matematyki Polskiej Akademii Nauk, Warszawa 2014, s. 145–162.zobacz w PBN
2013
- Adam Osękowski, Survey Article: Bellman function method and sharp inequalities for martingales, Rocky Mountain Journal Of Mathematics 43 (6) 2013, s. 1759–1823.zobacz w PBN
- Adam Osękowski, A sharp maximal inequality for continuous martingales and their differential subordinates, Czechoslovak Mathematical Journal 63 (4) 2013, s. 1001–1018.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Burkholder inequalities for submartingales, Bessel processes and conformal martingales, American Journal Of Mathematics 135 (6) 2013, s. 1675–1698.zobacz w PBN
- Adam Osękowski, Moment inequality for the martingale square function, Bulletin Of The Polish Academy Of Sciences. Mathematics 61 (2) 2013, s. 169–180.zobacz w PBN
- Adam Osękowski, Sharp inequalities for the Haar system and Fourier multipliers, Journal Of Function Spaces And Applications 2013, s. Art.ID646012,14.zobacz w PBN
- Adam Osękowski, Comparison-type theorems for It\^o processes and differentially subordinated semimartingales, Alea: Latin American Journal Of Probability And Mathematical Statistics 10 (1) 2013, s. 391–414.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Sharp inequalities for the Beurling-Ahlfors transform on radial functions, Duke Mathematical Journal 162 (2) 2013, s. 417–434.zobacz w PBN
- Adam Osękowski, A prophet inequality for L2-martingales, Statistics & Probability Letters 83 (10) 2013, s. 2319–2323.zobacz w PBN
- Adam Osękowski, Sharp inequalities for geometric maximal operators associated with general measures, Analysis Mathematica 39 (4) 2013, s. 287–296.zobacz w PBN
- Adam Osękowski, Sharp inequalities for dyadic $A\sb 1$ weights, Archiv Der Mathematik 101 (2) 2013, s. 181–190.zobacz w PBN
- Adam Osękowski, Logarithmic inequalities for Fourier multipliers, Mathematische Zeitschrift 274 (1-2) 2013, s. 515–530.zobacz w PBN
- Adam Osękowski, On martingales whose exponential processes satisfy Muckenhoupt’s condition A1, Statistics & Probability Letters 83 (8) 2013, s. 1849–1853.zobacz w PBN
- Adam Osękowski, Sharp Logarithmic Bounds for Beurling-Ahlfors Operator Restricted to the Class of Radial Functions, Mediterranean Journal Of Mathematics 10 (4) 2013, s. 1883–1894.zobacz w PBN
- Adam Osękowski, Weighted maximal inequalities for martingales, Tohoku Mathematical Journal 65 (1) 2013, s. 75–91.zobacz w PBN
- Adam Osękowski, Sharp inequalities for martingales with values in $\ell\sp N\sb \infty$, Electronic Journal Of Probability 18 2013, s. no.73,19.zobacz w PBN
- Adam Osękowski, Sharp maximal inequalities for continuous-path semimartingales, Mathematical Inequalities & Applications 16 (1) 2013, s. 69–92.zobacz w PBN
- Adam Osękowski, Logarithmic inequalities for second-order Riesz transforms and related Fourier multipliers, Colloquium Mathematicum 130 (1) 2013, s. 103–126.zobacz w PBN
- Adam Osękowski, Sharp inequalities for the dyadic square function in the BMO setting, Acta Mathematica Hungarica 139 (1-2) 2013, s. 85–105.zobacz w PBN
- Adam Osękowski, Sharp estimates for functions of bounded lower oscillation, Bulletin Of The Australian Mathematical Society 87 (1) 2013, s. 68–81.zobacz w PBN
- Adam Osękowski, A sharp one-sided bound for the Hilbert transform, Proceedings Of The American Mathematical Society 141 (3) 2013, s. 873–882.zobacz w PBN
- Adam Osękowski, Maximal weak-type inequality for orthogonal harmonic functions and martingales, Bulletin Of The Polish Academy Of Sciences. Mathematics 61 (3-4) 2013, s. 209–218.zobacz w PBN
2012
- Adam Osękowski, Weak $Phi$-inequalities for the Haar system and differentially subordinated martingales, Proceedings Of The Japan Academy Series A-mathematical Sciences (88) 2012, s. 139–302.zobacz w PBN
- Adam Osękowski, Inequalities for martingale transforms and related characterizations of Hilbert spaces, Statistics & Probability Letters 82 2012, s. 186–190.zobacz w PBN
- Adam Osękowski, Sharp martingale and semimartingale inequalities, Birkhäuser, 2012.zobacz w PBN
- Adam Osękowski, Logarithmic estimates for the Hilbert transform and the Riesz projection, Archiv Der Mathematik 98 2012, s. 153–161.zobacz w PBN
- Adam Osękowski, Sharp weak-type inequalities for Hilbert transform and Riesz projection, Israel Journal Of Mathematics 192 2012, s. 429–448.zobacz w PBN
- Rodrigo Banuelos i Adam Osękowski, Martingales and sharp bounds for Fourier multipliers, Annales Academiae Scientiarum Fennicae-mathematica 37 2012, s. 251–263.zobacz w PBN
- Adam Osękowski, Weak norm inequalities for martingales and geometry of Banach spaces, Statistics & Probability Letters 82 2012, s. 411–418.zobacz w PBN
- Adam Osękowski, Best constants in the weak type inequalities for a martingale conditional square function, Statistics & Probability Letters 82 2012, s. 885–893.zobacz w PBN
- Adam Osękowski, Best constants in Zygmund's inequality and related estimates for orthogonal harmonic functions and martingales, Journal Of The Korean Mathematical Society 49 (3) 2012, s. 659–670.zobacz w PBN
- Adam Osękowski, Sharp weak type inequalities for the Haar system and related estimates for nonnsymmetric martingale transforms, Proceedings Of The American Mathematical Society 140 (7) 2012, s. 2513–2526.zobacz w PBN
- Adam Osękowski, Weak type (p,q)-inequalities for the Haar system and differentially subordinated martingales, Mathematische Nachrichten 285 2012, s. 794–807.zobacz w PBN
- Adam Osękowski, Sharp logarithmic inequalities for Riesz transforms, Journal Of Functional Analysis 263 (1) 2012, s. 89–108.zobacz w PBN
- Adam Osękowski, Doob- type estimates for differentially subordinated martingales, Stochastic Analysis And Applications 30 2012, s. 426–447.zobacz w PBN
- Adam Osękowski, A note on the Burkholder-Rosenthal inequality, Bulletin Of The Polish Academy Of Sciences. Mathematics 60 (2) 2012, s. 177–185.zobacz w PBN
- Adam Osękowski, On the best constants in the weak type inequalities for re-expansion operator and Hilbert transform, Transactions Of The American Mathematical Society 364 (8) 2012, s. 4303–4322.zobacz w PBN
- Adam Osękowski, Sharp inequalities for differentially subordinate harmonic functions and martingales, Canadian Mathematical Bulletin-bulletin Canadien De Mathematiques 55 (3) 2012, s. 597–610.zobacz w PBN
- Adam Osękowski, Best constants in the weak-type estimates for uncentered maximal operators, Glasgow Mathematical Journal 54 2012, s. 655–663.zobacz w PBN
- Adam Osękowski, Doob-type estimates for differentially subordinated martingales, Stochastic Analysis And Applications 30 2012, s. 426–447.zobacz w PBN
2011
- Adam Osękowski, Weak-type inequality for the martingale square function and a related characterization of Hilbert spaces, Probability And Mathematical Statistics 31 (2) 2011, s. 227–238.zobacz w PBN
- Adam Osękowski, On relaxing the assumption of differential subordination in some martingale inequalities, Electronic Communications In Probability 16 2011, s. 9–21.zobacz w PBN
- Adam Osękowski, A maximal inequality for nonnegative sub- and supermartingales, Mathematical Inequalities & Applications 14 (3) 2011, s. 595–604.zobacz w PBN
- Adam Osękowski, A sharp weak-bound for Ito processes and subharmonic functions, Kyoto Journal Of Mathematics 51 (4) 2011, s. 875–890.zobacz w PBN
- Adam Osękowski, A weak-type inequality for orthogonal submartingales and subharmonic functions, Bulletin Of The Polish Academy Of Sciences. Mathematics 59 (3) 2011, s. 261–273.zobacz w PBN
- Adam Osękowski, Logarithmic estimates for submartingales and their differential subordinates, Journal Of Theoretical Probability 24 2011, s. 849–874.zobacz w PBN
- Adam Osękowski, Maximal inequalities for continuous martingales and their differential subordinates, Proceedings Of The American Mathematical Society 139 (2) 2011, s. 721–734.zobacz w PBN
- Adam Osękowski, Sharp and strict $L^p$-inequalities for Hilbert-space-valued orthogonal martingales, Electronic Journal Of Probability 16 (19) 2011, s. 531–551.zobacz w PBN
- Adam Osękowski, Sharp maximal inequalities for the moments of martingales and non-negative submartingales, Bernoulli 17 (4) 2011, s. 1327–1343.zobacz w PBN
- Adam Osękowski, Sharp maximal inequality for nonnegative martingales, Statistics & Probability Letters 81 2011, s. 1945–1952.zobacz w PBN
2010
- Adam Osękowski, Sharp inequalities for sums of nonnegative random variables and for a martingale conditional square function, Alea: Latin American Journal Of Probability And Mathematical Statistics 7 2010, s. 243–256.zobacz w PBN
- Adam Osękowski, Sharp tail inequalities for nonnegative submartin-gales and their strong differential subordinates, Electronic Communications In Probability 15 2010, s. 508–521.zobacz w PBN
- Adam Osękowski, Weak type inequalities for conditionally symmetric martingales, Statistics & Probability Letters 80 2010, s. 2009–2013.zobacz w PBN
- Adam Osękowski, Sharp moment inequalities for differentially subordinated martingales, Studia Mathematica 201 (2) 2010, s. 103–131.zobacz w PBN
- Adam Osękowski, Sharp inequalities for the square function of a nonnegative martingale, Probability And Mathematical Statistics 30 2010, s. 61–72.zobacz w PBN
- Adam Osękowski, Maximal inequalities for stochastic integrals, Bulletin Of The Polish Academy Of Sciences. Mathematics 58 (2) 2010, s. 273–287.zobacz w PBN
- Adam Osękowski, Sharp maximal inequalities for the martingale square bracket, Stochastics-an International Journal Of Probability And Stochastic Processes 82 (6) 2010, s. 589–605.zobacz w PBN
- Adam Osękowski, Logarithmic estimates for nonsymmetric martingale transforms, Statistics & Probability Letters 80 2010, s. 678–682.zobacz w PBN
- Adam Osękowski, Sharp ratio inequalities for a conditionally symmetric martingale, Bulletin Of The Polish Academy Of Sciences. Mathematics 58 (1) 2010, s. 65–77.zobacz w PBN
- Adam Osękowski, Sharp maximal bound for continuous martingales, Statistics & Probability Letters 80 2010, s. 1405–1408.zobacz w PBN
2009
- Adam Osękowski, Weak type inequality for the square function of a nonnegative submartingale, Bulletin Of The Polish Academy Of Sciences. Mathematics 57 (1) 2009, s. 81–89.zobacz w PBN
- Adam Osękowski, Sharp norm inequalities for stochastic integrals in which the integrator is a nonnegative supermartingale, Probability And Mathematical Statistics 29 (1) 2009, s. 29–42.zobacz w PBN
- Adam Osękowski, Strong differential subordination and sharp inequalities for orthogonal processes, Journal Of Theoretical Probability 22 2009, s. 837–855.zobacz w PBN
- Adam Osękowski, Sharp weak-type inequalities for differentially subordinated martingales, Bernoulli 15 (3) 2009, s. 871–897.zobacz w PBN
- Adam Osękowski, On the best constant in the weak type inequality for the square function of a conditionally symmetric martingale, Statistics & Probability Letters 79 (13) 2009, s. 1536–1538.zobacz w PBN
- Adam Osękowski, Sharp norm comparison of the maxima of a sequence and its predictable projection, Statistics & Probability Letters 79 (16) 2009, s. 1784–1788.zobacz w PBN
- Adam Osękowski, Sharp maximal inequality for martingales and stochastic integrals, Electronic Communications In Probability 14 2009, s. 17–30.zobacz w PBN
2008
- Adam Osękowski, On $\Phi$-inequalities for bounded submartingales and subharmonic, Communications Of The Korean Mathematical Society 2 2008, s. 269–277.zobacz w PBN
- Adam Osękowski, Sharp norm inequality for bounded submartingales and stochastic integrals, Journal Of Inequalities In Pure And Applied Mathematics 9 (4) 2008, s. 1–19.zobacz w PBN
- Adam Osękowski, Sharp inequality for bounded submartingales and their differential, Electronic Communications In Probability 13 2008, s. 660–675.zobacz w PBN
- Adam Osękowski, Sharp maximal inequality for stochastic integrals, Proceedings Of The American Mathematical Society 136 (8) 2008, s. 2951–2958.zobacz w PBN
- Adam Osękowski, Sharp LlogL inequalities for differentially subordinated martingales and harmonic functions, Illinois Journal Of Mathematics 52 2008, s. 745–756.zobacz w PBN
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