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