a course on empirical processes

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On the central limit theorem for sample continuous processes. .qs-widget-container{font-family:"Amazon Ember",Arial,sans-serif!important;line-height:19px!important}.qs-widget-checkbox-hidden:active+.qs-widget-container{visibility:hidden}.qs-widget-checkbox-hidden:active+.qs-widget-container>.qs-widget-spinner{visibility:visible}.qs-widget-hidden{visibility:hidden}.qs-widget-visible{visibility:visible}.qs-widget-spinner{position:absolute}.qs-widget-table{border-collapse:collapse;table-layout:auto;margin:0!important;border:0;width:auto}.qs-widget-footer-container{border:0;padding:0;text-align:left}.qs-widget-price{font-weight:700}.qs-widget-bottom-sheet-container{font-family:"Amazon Ember",Arial,sans-serif!important;background-color:#f3f3f3!important;line-height:.8!important;font-size:15px}.qs-widget-bottom-sheet-image-container{width:34%;height:160px;overflow:hidden;background-color:#fff!important;position:absolute;top:0}.qs-widget-bottom-sheet-image{margin-left:0;padding:6px;max-width:100%;height:auto;width:auto;max-height:100%;position:absolute;top:50%;left:50%;transform:translateX(-50%) translateY(-50%)}.qs-widget-bottom-sheet-table{width:100%;border-bottom:2px solid #d3d3d3}.qs-widget-dropdown-wrapper{width:100%;height:100%;background-color:#fff;border:0;border-radius:0}.qs-widget-dropdown-unorderedlist{padding-top:70px;padding-bottom:70px}.qs-widget-dropdown{height:160px;overflow-y:auto;overflow-x:hidden;width:100%;-webkit-overflow-scrolling:touch}.qs-widget-dropdown-overlap{position:absolute;background:linear-gradient(to bottom,#fff,rgba(255,255,255,.6),rgba(255,255,255,0),rgba(255,255,255,.6),#fff);height:100%;width:32%;top:0;left:34%;pointer-events:none}.qs-widget-dropdown-selected-hr{position:absolute;margin:0;border:0;height:1px;width:32%;left:34%;background-image:linear-gradient(to right,transparent,rgba(128,128,128,.87),transparent)}.qs-widget-bottom-sheet-unit{position:absolute;top:89px;left:66%;font-size:24px;font-weight:lighter;color:#111}.qs-widget-dropdown-li{text-align:center;font-size:24px;padding:0;margin:13px;height:32px;outline:0}.qs-widget-bottom-sheet-table-td-shrink{width:1px}.qs-widget-bottom-sheet-select-quantity-text{margin:0;padding:10px 5px 5px 10px;width:100%;background-color:#fff}.qs-widget-bottom-sheet-quantitySuffix .qs-widget-b{color:#111;font-weight:700}.qs-widget-summary-container{top:-3px;border-radius:0!important;width:100%!important;border:0!important;max-height:170px}.qs-widget-summary-hr{width:100%;height:0;border:1px;z-index:1}.qs-widget-summary-atc{margin-top:5px;width:100%}.qs-widget-text-input[data-size=base]{width:55px}.qs-widget-text-input[data-size=small],.qs-widget-text-input[data-size=small] [id^=qs-widget-text-input-]{width:55px;height:34px;margin:0;overflow-y:hidden}.qs-widget-summary-disclaimer{height:32px!important;font-size:11px!important}.qs-widget-bottom-sheet-small-text{font-size:13px!important}.qs-widget-summary-atc{height:47px!important}.qs-widget-summary-atc-native{font-size:16px!important}.qs-widget-bottom-sheet-table-td-fixed-padding{padding:2px 4px}.qs-widget-bottom-sheet-summary-price-small{font-size:15px!important}.qs-widget-bottom-sheet-summary-price-big{font-size:38px!important}.qs-widget-price{font-weight:400;line-height:normal!important} The sizes of compact subsets of Hilbert space and continuity of Gaussian processes. The 2-day Professional Scrum Master course covers the principles and (empirical) process theory underpinning the Scrum framework, and the role of the Scrum Master in it. Math. Gnedenko, B.V., and A.N. background: url("https://images-na.ssl-images-amazon.com/images/G/01/amazonui/loading/loading-4x._V1_.gif") 50% 50% no-repeat; Densité et dimension. Martingales and Stochastic Integrals I. Lecture Notes in Math. Kuelbs, James D. (1977). BIOS 791. Christensen, J.P.R. 50.63.196.112. (1984) A course on empirical processes. (1934). Math. Izv. Part of Springer Nature. Geb. Birgé, Lucien (1982). K.L. McGraw-Hill, N.Y. (2.2). Approximation of convex bodies by polytopes. Trans. 2). of Tech. Christensen, J.P.R. Delta method. Bull. (2.2, 9.1); Vol. Real Analysis and Probability. 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0!important;background:#eee;padding-top:1rem}#ccxss_sticky_status.inline{box-shadow:none}#ccxss_sticky_status.sticky{position:fixed;width:100%;z-index:300;border-bottom:.1rem #ddd solid}#ccxss_sticky_status.sticky .ccxss_atc_status{display:none}.ccxss_atc_status_image{margin-right:1.3rem}.ccxss_atc_status_message{height:40px;line-height:35px}.ccxss_sticky_checkout{clear:both} J. Chernoff, Herman (1952). Not logged in (1966). (1.1, 3.2). Probability in Banach Spaces II (Proc. (1970). Empirical Processes Introduction References: Hamilton ch 17, Chapters by Stock and Andrews in Handbook of Econometrics vol 4 Empirical process theory is used to study limit distributions under non-standard conditions. Rao, B.V. (1971). A central limit theorem for empirical processes. Nauka, Moscow. .glow-widget-top{min-height:40px;background-color:#f8f8f8;margin:-12px -14px 12px;overflow:hidden;z-index:100}.glow-icon{background:url(data:image/png;base64,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) no-repeat;background-size:14px 19px;-webkit-background-size:14px 19px;width:14px;height:19px;margin:10px 10px 10px 14px}.glow-row-1{margin-top:1px}.glow-row-2{margin-top:-4px}.glow-ingress-link-color{color:#333}.glow-city-label{overflow-x:hidden;text-overflow:ellipsis;max-width:68%}.glow-icon-bottom{margin:3px 10px 0 0}#contextualIngressPt{cursor:pointer;display:flex}#contextualIngressPt #contextualIngressPtLabel.cip-a-size-small{font-size:12px!important;line-height:1.5!important}#contextualIngressPt #contextualIngressPtLabel.cip-a-size-mini{font-size:12px!important;line-height:1.5!important}#contextualIngressPtPin{min-width:16px;height:14px;float:left;background-image:url(https://m.media-amazon.com/images/G/01/AUIClients/DeliveryStaticPackard-pin_desktop_1x-c944b6819f9e5642fdfd4ff3d1109d60d66d8f87._V2_.png);background-repeat:no-repeat;background-size:auto;background-position:center;margin-right:5px;margin-top:2px}@media only screen and (-webkit-min-device-pixel-ratio:2),only screen and (min-resolution:192dpi),only screen and (min-resolution:2dppx){#contextualIngressPtPin{background-image:url(https://m.media-amazon.com/images/G/01/AUIClients/DeliveryStaticPackard-pin_desktop_2x-180f59a1b475c745a0ed67623d406c57aa5d0392._V2_.png);background-size:contain}#contextualIngressPtPinMobile{background-image:url(https://m.media-amazon.com/images/G/01/AUIClients/DeliveryStaticPackard-pin_mobile_2x-5cdcc5e9083b2302421c35dc6914580cc3074087._V2_.png);background-size:contain}}#contextualIngressPtMobileApp{display:table}#contextualIngressPtPinMobile{min-width:16px;height:20px;float:left;background-image:url(https://m.media-amazon.com/images/G/01/AUIClients/DeliveryStaticPackard-pin_mobile_1x-411d9ad241152b8c2362b94bce39debd899ad411._V2_.png);background-repeat:no-repeat;background-size:auto;background-position:center;margin-bottom:1px;margin-right:6px}#contextualIngressPtMobileApp #contextualIngressPtPinMobile{width:16px;height:20px;float:left;background-image:url(https://m.media-amazon.com/images/G/01/AUIClients/DeliveryStaticPackard-pin_mobile_1x-411d9ad241152b8c2362b94bce39debd899ad411._V2_.png);background-repeat:no-repeat;background-size:auto;background-position:center;margin-bottom:1px;margin-right:6px;display:table-cell}#contextualIngressPtMobileApp #contextualIngressPtLabel{display:table-cell;vertical-align:middle} Sauer, N. (1972). Bourbaki, N. (1956). (Springer). The ergodic theory of subadditive stochastic processes. 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#indicator.e{background-position:-312px 0}#euEnergyContainerSm #indicator.f{background-position:-338px 0}#euEnergyContainerSm #indicator.g{background-position:-365px 0}#lightingArrowSm #indicator.na{background-image:none;background-color:#FFF}#lightingArrowSm #indicator.a3{background-position:0 0}#lightingArrowSm #indicator.a2{background-position:0 -27px}#lightingArrowSm #indicator.a1{background-position:0 -54px}#lightingArrowSm #indicator.a{background-position:0 -81px}#lightingArrowSm #indicator.b{background-position:0 -108px}#lightingArrowSm #indicator.c{background-position:0 -135px}#lightingArrowSm #indicator.d{background-position:0 -162px}#lightingArrowSm #indicator.e{background-position:0 -189px}#lightingArrowSm #indicator.f{background-position:0 -216px}#lightingArrowSm #indicator.g{background-position:0 -243px}#productDescription_feature_div .mobGlanceAplusDivider{border-bottom:.1rem #ddd solid!important;margin:0rem -1.7rem 1rem -1.7rem!important}.a-touch .a-box-list .a-touch-link.a-touch-select.a-touch-press .a-icon.a-icon-touch-select,.a-touch .a-box-list .a-touch-link.a-touch-select:active .a-icon.a-icon-touch-select{background-position:-19.2rem -8.6rem}.a-touch ul.a-box-list a.a-touch-press,.a-touch ul.a-box-list a:active{box-shadow:0 0 0 .1rem #E7E7E7}.sec-view-horizontal-overflow{overflow-x:auto}.hideContent{display:none}.hideTitleExpanderContent{max-height:0;overflow:hidden;transition:.7s;padding-bottom:.9rem;opacity:0;display:block}.showTitleExpanderContent{max-height:inherit!important;opacity:1}.slTitleTruncatedTitleStyle>span{color:#0F1111!important;font-size:14px!important;line-height:20px!important;margin-bottom:5px}#customerReviewsSmallStars{width:60px;height:12px}#customerReviewsSmallStars.small-star-0-5{background-position:-222px 0rem}#customerReviewsSmallStars.small-star-1{background-position:-51px 0rem}#customerReviewsSmallStars.small-star-1-5{background-position:-210px 0}#customerReviewsSmallStars.small-star-2{background-position:-39px 0rem}#customerReviewsSmallStars.small-star-2-5{background-position:-198px 0rem}#customerReviewsSmallStars.small-star-3{background-position:-27px 0rem}#customerReviewsSmallStars.small-star-3-5{background-position:-186px 0rem}#customerReviewsSmallStars.small-star-4{background-position:-15px 0rem}#customerReviewsSmallStars.small-star-4-5{background-position:-174px 0rem}#customerReviewsSmallStars.small-star-5{background-position:-3px 0rem}#titleExpander{line-height:0!important}#titleGroupExpanderHeading{padding-right:.1rem}#titleGroupExpanderHeadingColumn{width:auto!important;max-width:100%}.productTitleGroupSprite{display:inline-block;background-size:296px 12px;background-repeat:no-repeat;background-image:url(data:image/png;base64,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)}#productTitleGroupCaret{width:16px;height:16px;background-position:-131px 3px}.a-box.btfCollapseBox{margin-bottom:17px}.btfCollapse div#aboutThisItem_boxGroup{margin-bottom:42px}.a-row.a-spacing-null.celwidget.btfCollapse{margin-top:42px}#display-selector .btfCollapse{margin-top:21px}#displaySelector_feature_div #display-selector .btfCollapse h3{font-weight:700!important;margin-bottom:0}.btfCollapseBox #featureBulletsAndDetailBullets_feature_div::before{padding-top:0!important}.btfCollapse div::before{border-top:0!important;padding-top:0!important}#displaySelector_feature_div #display-selector .btfCollapse .a-box-group .a-box{border:.1rem #ddd solid}.btfCollapse div#importantInformation_feature_div{margin-top:0!important}#displaySelector_feature_div #display-selector .btfCollapse .a-box-inner .a-declarative .a-box-inner{padding:0!important}#displaySelector_feature_div #display-selector .btfCollapse .a-box-inner{padding:1.3rem 1.7rem 1.2rem!important}.warningAlertImage{background-position:-283px -35px;height:27px;width:30px;opacity:1;margin-top:0}.warningAlertImageColumn{vertical-align:top;width:1%}.new-mobile-atf-customer-review{padding-bottom:4px;display:table}.new-mobile-atf-customer-review-stars-icon{display:table-cell;vertical-align:middle}.a-icon-star-medium.new-mobile-atf-customer-review-stars-icon{top:-1px}.a-icon-star-small.new-mobile-atf-customer-review-stars-icon{top:2px}.new-mobile-atf-customer-review-text{display:table-cell;vertical-align:middle;padding-left:5px}.new-mobile-atf-brand-byline{width:initial!important;max-width:100%}.new-mobile-atf-brand-byline-inner{padding-right:4px}.new-mobile-atf-inline-div{display:inline}.new-mobile-atf-box-set{color:#949494!important}.new-mobile-atf-byline-title-padding-bottom{padding-bottom:15px}.new-mobile-atf-padding-bottom{padding-bottom:10px}hr#dividerAboveByline{margin-bottom:4px}.newATFByline .byLineLogoDiv{margin-bottom:4px!important;min-height:50px}.newATFByline .brandByineCaret{margin-right:15px}#energyEfficiencyLabel{width:92px;height:47px}.energyEfficiencyArrow{width:70px;height:42px;margin-right:42px;line-height:42px;font-size:30px}.energyEfficiencyArrow:after{border-top:21px solid transparent;border-left-width:20px;border-bottom:21px solid transparent}.energyEfficiencyTextPlacement{left:4px;top:1px}.energyEfficiencySymbol{top:-4px;font-size:2.1rem!important}.noBottomMargin{margin-bottom:0!important}.button-stack-getitby{text-align:left}.button-stack-swatchAlignCss{text-align:left;left:-4px}.button-stack-1ClickSwatch{padding-top:5px;margin-bottom:-11px!important}.button-stack-inline-buttons{margin-right:0!important;width:48.2%!important}.button-stack-getitby{margin-top:5px}.button-stack-quantityButtonSpacing{margin-bottom:21px!important}#locationUX span:active{color:#000!important}.button-stack-1ClickOptions-LeftColumn{display:inline-table;white-space:nowrap;margin-bottom:-2px;margin-right:4px}.button-stack-1ClickOptions-RightColumn{display:inline-table;white-space:nowrap}.button-stack-inline-container{display:-webkit-flex;display:flex;-webkit-flex-wrap:wrap;flex-wrap:wrap;margin-left:-12px;margin-bottom:-11px}.button-stack-itemLeft{-webkit-flex-grow:1;flex-grow:1;margin-left:12px;margin-bottom:3px!important}.button-stack-itemRight{-webkit-flex-grow:1;flex-grow:1;margin-left:12px}.button-stack-lightening-lux{margin-top:16px;margin-bottom:-8px}.button-stack-buttons-spacing{margin-bottom:12px!important}.buttonStackShareTap{margin-right:0!important}.buttonStackBTFAlpha hr{margin-bottom:0!important}.buttonStackBTFAlpha img{vertical-align:text-bottom}.weddingRegistryButtonAsLink{padding:0;background-color:#fff;border:0;cursor:pointer}.weddingRegistryButtonAsLink::-moz-focus-inner{border:0;padding:0}.weddingRegistryButtonAsLink .a-button-text{padding:0;background-color:#fff}.weddingRegistryButtonAsLink a:active{color:#000}.weddingRegistryButtonAsLinkText{color:#0066c0;font-size:1.3rem;display:inline-block}.weddingRegistryButtonAsLink.a-button-active .weddingRegistryButtonAsLinkText,.weddingRegistryButtonAsLink:active .weddingRegistryButtonAsLinkText{color:#000}.weddingRegistryButtonAsLink.a-button-focus,.weddingRegistryButtonAsLink.a-button:focus{border-color:#fff;box-shadow:0 0 0 0 rgba(255,255,255,255)}.horizontalLine{width:100%;height:1px;background-color:#e7e7e7;position:relative;top:12px;margin-bottom:20px}.caretVisibleRight{border-style:solid;border-width:0 10px 10px 10px;border-left-color:transparent;border-bottom-color:#e7e7e7;border-right-color:transparent;position:absolute;top:-12px;left:68%}.caretHiddenRight{border-style:solid;border-width:0 10px 10px 10px;border-left-color:transparent;border-bottom-color:#fff;border-right-color:transparent;position:absolute;top:-10px;left:68%}.caretVisibleRightInAccordian{border-style:solid;border-width:0 10px 10px 10px;border-left-color:transparent;border-bottom-color:#e7e7e7;border-right-color:transparent;position:absolute;top:-10px;left:68%}.caretHiddenRightInAccordian{border-style:solid;border-width:0 10px 10px 10px;border-left-color:transparent;border-bottom-color:#fff;border-right-color:transparent;position:absolute;top:-8px;left:68%}.legalFeature ul.faded{margin-bottom:0}.legalFeature div.faderOuter{position:relative}.legalFeature div.fader{height:1.6rem;width:100%;position:absolute;top:-1.6rem;left:0;background:-webkit-gradient(linear,left top,left bottom,color-stop(0,rgba(255,255,255,0)),color-stop(100%,#fff));background:-webkit-linear-gradient(top,rgba(255,255,255,0),#fff);background:linear-gradient(to bottom,rgba(255,255,255,0),#fff)}#aboutThisItem_cardDeck{margin-left:-1.4rem;margin-right:-1.4rem}

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