![](data:image/png;base64,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)
Сумму Стилтьеса для интеграла
![](data:image/png;base64,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)
можно представить в виде
![](data:image/png;base64,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)
Если прибавить и опять отнять справа выражение
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAN0AAAAdCAYAAAAuLGmuAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAbHSURBVHja7VvNbts4EB4n1/6c24bZV2jE7rmXrq0g7d6M1hFy2/XBMAxsXMCHYCPnFmDTJ9hDmlwWmzfYpr2nfYJtmjxAkz5Cs15RFG2CISVSoqkU5WEQQJH0DT9yOB9HY9jZ2QFv3ry5M0+CN28+6BwOHqABcLTgF4I3H3SObLyB1wCFx93d3Vt+MXjzQefA4njjXrPZf55kvEWS9fyC8PZNBR3ApHDRTiwu7LJ4JMCmQdcJHz96hP5Krl3hTvzs5shed1y6njcX/rrmxxTPChGjUfsBxtF20X0Rxtvt0ehBnXiExdn/0d6P0eB5PAhXEF5/dRMWlUsuXc+bK25c82OKZ4GIjfsY8D8bcXxPR86l945G9+vCY0FH/heGgzbNePgZCgeb9S8qd1y6njeX3Ljmh8fTCTxtJ9r03LPIp1tyDkoiPNZ1bOocjuIyZygbeNOg63RWCEHpbmZAri0T+ZSN7QhgQeTcBpcqHvPwqszbPLiZ51qbN55+mgX4RM4+qNl/ya5v9Z4ECEd7pqQSWfektxWYPmcDjwXdeBg+XAb4DLD8ORyOHzqXSQKf4th2d7u3WgjeNAD+y8vCZbiU8aiDV3bebHMz77U2b7zi6E1JQO/JwqQl9tYbVmJfx3CAo/FTU8fGEX4KeP3A9DkbePyZrg6b8jmIV3g+VWNbx+gVudcml3k85uGVnbd5cWMy9ybZbt54hWn2RbBwKNv5SCoNAH3IWxBKcknhAoIPpjLRBl6dQafiUzU2cq4IIDjO48mUyzwei/DKzNu8uDGee82znQs85cNE3//eWfkZIDiXHQ5lE0A7PJgen56hsmuzzg/ZwIRnOaO63hZeXUGXx6dqMZMCD+Do9eyMc717xpTLvMApwqu6IG1yw2wirAGVz7zkK8tPWTytoOP1ffLexIJT0Yk0jQI+56+nkgDgawPQJQElDqYTmVzjZSmt9MA5S+HEeUo6XKX30r+TVNeHvU2beGWCblZgUFl+K1kRn7KxpTIngEMcRb+yMw4sNd91R6Pb16tm+lyqsHTwRCwbVpYbNi+9JhrScaKLZhNvix1GOfx8NeWnDJ6xvCSTQHY+pXZVODcI0SYELw77xEG8vi8vr84co4GCLllBg74bfeF3VFt4ZYIu0fj73CRdNwmmCZ+ysVGp1zhji5DuwPBFnEwllxl3IpcqHnXwVAuq6qZkyk3qb7d9p4Uax4z7zLcz1OwPNfi5MOanJJ5R0E0f3hivmQZdNmGXokMyx8hOFy7BW74qSonBZ7o7ngleXfIyj0/Z2JjUK5pMUy5VPOrgqXyouinlLVSZvyRbdfDCAf9eNvZ58FMWzzjo0rJpjrbNC4LRqHs7dUjRWiUSsZrIC5KpyK7Y7bbvtpYab8WJsoVXh7ws4lM2trSCxgUoeX4Zlv8Vz1OmXCqlrAbePOSlNjdcYUK2KSfvwAjw+2ubSZaRlPxw2cs2nnHQJVLtZV4HPs0u6KO4CMiuMGjiX9Kexqy8nB0+G6oDOX1X4zJvZ7SFV5e8zONTHJtYRZxklT2VdDbhUsajLt68Cikm3LANgv90kQTPneYSvCOZWizV2+BHhtdKNnkdPKNCSpqGcz7Kii9nVR3aUtXbTJ1Hrb/b3e5dEhT8B2ixQpS23Cz/9Ce5N6/7wgZeHfKyiE+6O9LvU6xAtIA7ByyT9po/DGXFrNnYZjtuEZcilgmeiOWSG74aGGF4zbIV+5ieLIYJjqJupyMogZL8VMZLMiXls72oFXRTaVHQqUGcYZKuR4oZ3M7BqlLkGqtAys4PRLr1pxWh5N7kXKaSbDbw6gg6lTRUje1ads3JpGW4FLF08cRzn0Nu9nl/46xqTS047cSdlQDgVLpRlOOnMh4JPtrxhD+J3+yE7w9H5OzSSNO9hmQirVSkO9+0ty3tekgCWvZBNAumK1nnQ1U8Mei47zVk3FZ/QW7Kp0suK2FZkJauuOF9ZsUQfkPuh+i3hkV+RI7aqRILH4vJi9fVQ5JCswPiia6EMO1tS9N79nMJImsaEJy1B4MlvjBBdwv5RFTBE4OOjhUu0OrqXlHnh6mxzxgmfLrksiqPrrlJFvMfpj2UvM+xgp8tBT+V8dLjUJINJe8GXtez9Fmii39bp4JH0jv53ZFQpds3KUxUxWNBx/90g37fsyubyvDpksuqWDeZG9f8mHJkb4FpyFEyaNV3P1d4LOjSYksmO0iHwk34PZ1rLl3PW1WLNf2d+Ryv3US82heZayO7G5VXOCZSg0oc9DGREvh748JbTWvwex34VGogfJJE3Qnfq+nNmw86b9580Hnz5s0HnTdv34j9D31slUmuZb1yAAAAAElFTkSuQmCC)
то
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAPCAYAAADtc08vAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADOSURBVDjLY2hsbGSgBDPQzAAgYMKF8RoABIzVWS7GsgwMr4Dsv1D8D8GWfeWRV2+I1QCQ5hw32RIGBuPbsfX1kiCxjo40Hjdjt9q08nJegl6ojzT2BWq+A9MMw0BDi2XdcorxGgCyyUOGYY+sR14RuiKwq4yjFuI1oD7Pw1CWQfYmsv9AuLw8jdcdh8FYDGB4YxxZ74scJrWRhn7oAYfTC56yDLsYZNz3hKal8YGiCxImDH+NYxu8iUoH9fWxksYMDLcRUYaIDfqnxKFjAACze0vkuN6vgQAAAABJRU5ErkJggg==)
перепишется так:
![](data:image/png;base64,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)
Выражение в фигурных скобках представляет собою стилтьесову сумму для интеграла
![](data:image/png;base64,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)
(существование которого предположено!). Она отвечает разбиению промежутка
![](data:image/png;base64,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)
точками деления
![](data:image/png;base64,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)
если в качестве выбранных из промежутков
![](data:image/png;base64,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)
точек взять
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAYCAYAAADzoH0MAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAD2SURBVDjLY2hsbGSgBDOMGjDsDAACRiBmAmEsYowEDWiINfYGKvzLwCD72iWr2gikqT7S2BcsJuu5K62jg4coL+S4yRYzGEUtAtPG0QtIDoP6PA9DWQaGN7JuOcVkBWJ5eRqvhwzDHuPIel8MDWhhwYBNQZ6bcYqJiexyBuOohciaOjrSeDyMPWqQwwIjBkCBJuuRVwT2hqzHytC0ND6QgR559YZQNdhdkOchWwQObWiggW2TZdgNEgMZCBKLNmZYwCDrsRurC4jBDdHGPsbRDT5kp8RoY+P62Pp6SbIMqK+PlTQyimogGAs4nQ9NpbDwGC0PEBgAXSshXMGZymUAAAAASUVORK5CYII=)
, а для промежутков
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
, соответственно,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAPCAYAAAA/I0V3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADjSURBVDjLY2hsbGQgFTMMrKb/DAyMDAwMzFAMZK9iwqtpFQMDU5abfAlQ8R8GBrmXbm7GdQyyHrvTOjp4sGoqTwvlc5dh3MNgHDUfxK+vj5U0ZmC4K+uRV4TVJpAzIoyYFsE0gA0pT+P1kGHYYxzb4I1VU32ksS8Dg/Gd2Pp6SZhYdZaLsSyD8UlkMRRNUcYMC4G2LITx09JC+d1kGPYyGEcvALkCq6ZoY4YFDEYRi0AhVl4eKg30y21gsP03jo5OjYysN8SqqSHW2BsSYiBsdCuyPtLQiIHhFoiN03lDKBkRwgCi4A6xOJzCCwAAAABJRU5ErkJggg==)
и
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAATCAYAAABLN4eXAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAACrSURBVDjLY2hsbGQgFTMMIU0dHWk8HjIMexgYGP7LuuUUk2RTlLFsr0devSHRmurrYyWNGIx2x9bXSxKtqSHa2IfBOGohSQERZcyw0Dg2NsWYgeEuyG8MMh570jo6eHBqAjkNotj4Lsh59XkehrIMDG+Moxt8cGpCdxrMELyawE5DUgCxSfYmekjiDTWQIdgCBafTctxki2F+wxt6YJNBIQbCeIJ9KKVyYjEA47tozQjw8+gAAAAASUVORK5CYII=)
. Если, как обычно, положить
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHUAAAAYCAYAAADEbrI4AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAPPSURBVGje7VnNTttAEF5yppwLYnPrA+DxmRNylwJHKsVWLoX6ECFLhUo5gHC45QC9016AC+oL9AA8AS/QVsALAK9Q6M7am2w2G8cJbqrYOazitSfrmf3m59sxOTg4IJORr1E8gwmZyrsthQK0Xq/OAXj7ebHHA9iv1utzhQVVAErgohqGs3mxKQyrs8ImDdh+4V3CkROvDvMEaAew4IWpQI08m9wQQh9YEC6Ms+G7tSWLgneY1yzkAT1cqu1aiaA2m/40K9vH6NlhwBbACTbH2WgXyCl4jdW8gtrwYJWAe9oX1CBovJZezirh4jinJ4vQ63HPNok28sCjxLqW5aUvZXYt+iXrDcF1Za2W15Ke63PtXqmHbEm9TjLYtKbh3siPPS/RR3fcxBdtOfQzIXCXRDAMG14yAdChRAXWeK1+XKrVFhkll1zmiVjume+vz6jzTj3In3iIZ6JESFm+Fgu8d5wD3PLre9UJRWoy2NCowkq0Hn3AeoR6Rnrxe5Rd+s3m9EhT6Av0iVgwuZMlJpFclEn5F6X2jyRQPSAnyoZ3D/BOuiOHPPBnz5KERRuvzxGocAHluR4/8bptaPQM1wsY3Sbz7Grd92dMDLcXqHKI/3Mn4Y6zo+uaVeSldfZh9UkFasx8b1HIY2wja6+NgX2USpjn9HcrncQbFDvQkwqqErHPJjLUD1T5bups7WTLSAdz9pfo0xfUet1/xebJFWXBttgw5m1k7ZHpQI3m+H+ZfqHaWFGjWM8qKq1PC6q0FyrhWto2nM4Lsm2SDK5PIqiCGHH6L3M4CjtO8D5pwWE8chBQdVB0UDGr2GV27DG6L+S07ooe9bq9gQObtk3P5ZFA2ikcGtieKUu1swPcZtnQGFafnkSpXa/aikZn1K2P6JH4sqxYsGgGIGjcG/G9SXNRWwSp2gXUQ50jsXpbhm9SX9ciZ1iPVAc0HWlklKG9mJEE8JR9x7os7YxlpnpFCW4yf/fXLEAdRp9URxpRoDXmGIf1DUYcviy7fmW0pkipjO1xAO/Nc67PJ29Zlae2fa7Ky7QcR/e9iS1iNlHTWWRrO4sodbllp8hAyjo6t8gSVJM+y5RcJOnT3XxoZ8RCNPMF4OAeDdqlkTUdo6jiOJsYObKOZgnqIPqYO2b0qCMTFQFUU3+0vzyElTB4IyM4Yt34CzcI5KhB7fVBwvQ5sTCgyq8ZabpFog5bbkOV1dMvslRRzw3fM/9Jq1PTR9ZiE9iFAbXVtUlxoJfdHZVHcFA/6HV6VN0nkz4trsD5RBfxKhKoRRmTTZiAOhkTUCfjv4y/AuKEdgXInycAAAAASUVORK5CYII=)
, то теперь длины всех частичных промежутков не превзойдут
![](data:image/png;base64,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)
. При
![](data:image/png;base64,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)
сумма в квадратных скобках стремится к
![](data:image/png;base64,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)
, следовательно, существует предел и для
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAPCAYAAADtc08vAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADOSURBVDjLY2hsbGSgBDPQzAAgYMKF8RoABIzVWS7GsgwMr4Dsv1D8D8GWfeWRV2+I1QCQ5hw32RIGBuPbsfX1kiCxjo40Hjdjt9q08nJegl6ojzT2BWq+A9MMw0BDi2XdcorxGgCyyUOGYY+sR14RuiKwq4yjFuI1oD7Pw1CWQfYmsv9AuLw8jdcdh8FYDGB4YxxZ74scJrWRhn7oAYfTC56yDLsYZNz3hKal8YGiCxImDH+NYxu8iUoH9fWxksYMDLcRUYaIDfqnxKFjAACze0vkuN6vgQAAAABJRU5ErkJggg==)
, т.е. интеграл
![](data:image/png;base64,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)
, и этот интеграл определяется формулой (9).
Как следствие нашего рассуждения, особо отметим тот любопытный факт, что если функция
![](data:image/png;base64,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)
в промежутке
![](data:image/png;base64,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)
интегрируема по функции
![](data:image/png;base64,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)
, то и функция
![](data:image/png;base64,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)
интегрируема по функции
![](data:image/png;base64,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)
.
Это замечание позволяет добавить ряд новых случаев существования интеграла Стилтьеса к тем, которые были рассмотрены в п.3, переменив роли функций
![](data:image/png;base64,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)
и
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAARCAYAAAACCvahAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADZSURBVDjLY2hsbGQgFzNQXTMQMAIxExbMiFczSEF9pLEvkP4Lxf+A+D+ILeuRV4RXM0Sj7GuPvHpDEL8h2tgHyH8D4+PU3NGRxuMhw7BH1i2nGNUw4zux9fWShDXLMuxmMIpaBPJjWlooH8gwBuPoBUQFWH2eh6EsA8NruJ9xaMSqubw8VspYzn12aFoaH3ro4tUMUpzjJlsMsxXkd2xRhKEZpCDKmGEhcnTkecgWgaPKOGohXs0NscbeoFANLS+XRk4Y4NAmJsCijRkWICUO0gNsYDMGXTQDAG/GVl92zEz3AAAAAElFTkSuQmCC)
.
Пусть функция
![](data:image/png;base64,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)
непрерывна в промежутке
![](data:image/png;base64,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)
, а
![](data:image/png;base64,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)
монотонно возрастает в этом промежутке, и притом в строгом смысле. Тогда, как показал Лебег, интеграл Стилтьеса
![](data:image/png;base64,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)
с помощью подстановки
![](data:image/png;base64,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)
непосредственно приводится к интегралу Римана.
![](data:image/jpeg;base64,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)
На рисунке изображен график функции
![](data:image/png;base64,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)
. Для тех значений
![](data:image/png;base64,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)
, при которых функция
![](data:image/png;base64,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)
испытывает скачок (ибо мы вовсе не предполагаем
![](data:image/png;base64,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)
обязательно непрерывной), мы дополняем график прямолинейным вертикальным отрезком, соединяющим точки
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
. Так создается непрерывная линия, которая каждому значению
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAPCAYAAADQ4S5JAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAACoSURBVCjPY2hsbGQgBTPQTwMQMAIxEwgjK1gFFlvFhKGhIdbYG6j4LwOD7BuXrGojmHi0McMCBuOohVidVF8fK2nMwHBH1i2nGEXMOLoepx+ijBkWIptYH2nsaxzb4I1TQ46bbDGDjMeetI4OnuosFyNZ4+gevKHUEG3swyDjtjerPFTdRM5jJkgjYQ0MjP8YGIxvx9bXSxKMB3BoybrvQjd5AGKaZhoAPgMCEWeZI20AAAAASUVORK5CYII=)
между
![](data:image/png;base64,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)
и
![](data:image/png;base64,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)
относит одно определенное значение
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAPCAYAAAA/I0V3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAC+SURBVDjLY2hsbGQgFTMMjCYgYARiZihmRBVbxYRVU0OssTdQwR9GBtnXLlnVRv+BGuojjX1BYgyy7rvSOjp4cDovz0O2iMEoYlGOm2wxg3HUfKL8VJ/nYSjLwPBa1i2nmOiAKC9P4/WQYdhjHFnvS5QmkMfz3IxTTExklwOdthAk9h8SGIwYmqASzCCPy3pkFYGdKOu+MjQtjR9kiEdxgwGGpiyQ50GhBPV4R0caj7sswy6QGMiQQZAiaKoJAHMADRdLWqSBAAAAAElFTkSuQmCC)
между
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAPCAYAAAA/I0V3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADRSURBVDjLY2hsbGQgFTMMrCYgYARiJigGsRnxagIpyHGTLQbSfxkYZF+5uRnXMch67E7r6ODBqqm8PI3XQ4ZhD4Nx9AIQv74+VtKYgeGurFtOMVabQDZEGTMshGkA4Y6ONB6QIcbRDT5YNdVHGvsyMBjfja2vl4SJVWe5GMkyGJ1CFkPRBLElaiGMn5YWyge0ZS+yGIamaGOGBQxGUYtAIVZeHioN9MsdIPu/cXR0amRkvSFWTQ2xxt6QEANh49uR9ZGGQI23QWyczhtCyYgQBgCs5w4ok7XqvgAAAABJRU5ErkJggg==)
и
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAATCAYAAABLN4eXAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADvSURBVDjLY2hsbGQgFTMMnKZQBgZmBgYGFoZVq5iI0tTRkcbjIcuwk5GB4a+sR14RSc6LMpLt88irNyRaU3l5rJQho9Hu2Pp6SaI11Uca+zIYRy+A+40hlJmgpigjhkXGkdFpRgwMt4Ca/jDIuO1NK+/gxakJ5DQjRsY7DAxGt0DOq8/zMJRlYHhjHN3gg1MTzGlwfn2spDEDw128mqKMmRYaxzZ4wzVluRjLMcrf8ChuMMCqCT3UVq1iYIowYlrEYBw1H2dA1McaezMZRy6EhBgDS5abfAnMb3hDL8qEYR5Qw28wNomaNwhTOc00AQA6d16aEruKKAAAAABJRU5ErkJggg==)
. Эта функция
![](data:image/png;base64,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)
, очевидно, будет непрерывной и монотонно возрастающей в широком смысле; её можно рассматривать как своего рода обратную для функции
![](data:image/png;base64,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)
.
Именно, если ограничиться лишь теми значениями
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAPCAYAAADQ4S5JAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAACaSURBVCjPY2hsbGQgBTPQVwMQMIIwPjG4REO0sQ9Q4h8Dg+wbj7x6Q5h4tDHDAgbjqIVYbaivj5U0ZmC4K+uWU4wiZhxdj9MPUcYMC5FNBNlsHN3gg1NDjptsMYOMx560jg6e6iwXI1nj6B68oQT2C1BDVnWomomcx0yQRsIaGBj+MzAY34mtr5ckGA9gDbIeu9FNHqCYpokGAOAlAk51gIOUAAAAAElFTkSuQmCC)
, которые функция
![](data:image/png;base64,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)
действительно принимает при изменении
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAPCAYAAAA/I0V3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAC1SURBVDjLY2hsbGQgFTMMjCYgYARiJhDGIsaIVVNDrLE3UPIvA4Psa5esaiOQwvpIY1+wmKzH7rSODh6czsvzkC1iMIpalOMmW8xgHL2AKD/V53kYyjIwvJF1yykmOiDKy9N4PWQY9hhH1vsSpQnkjzw34xQTE9nlDMZRC2FiWDXBQgnkcVmPvCKwE2U9VoampfGBDPHIqzfE0AT2PCiUoB7v6Ejj8ZBl2A0SAxkyCFIETTUBANpVDITwAQUIAAAAAElFTkSuQmCC)
от
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAPCAYAAAA/I0V3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADRSURBVDjLY2hsbGQgFTMMrCYgYARiJigGsRnxagIpyHGTLQbSfxkYZF+5uRnXMch67E7r6ODBqqm8PI3XQ4ZhD4Nx9AIQv74+VtKYgeGurFtOMVabQDZEGTMshGkA4Y6ONB6QIcbRDT5YNdVHGvsyMBjfja2vl4SJVWe5GMkyGJ1CFkPRBLElaiGMn5YWyge0ZS+yGIamaGOGBQxGUYtAIVZeHioN9MsdIPu/cXR0amRkvSFWTQ2xxt6QEANh49uR9ZGGQI23QWyczhtCyYgQBgCs5w4ok7XqvgAAAABJRU5ErkJggg==)
до
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAATCAYAAABLN4eXAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADnSURBVDjLY2hsbGQgFTMMnKZQBgZmBjBexUSUpo6ONB4PWYadjAwMf2U98opIcl6UkWyfR169IdGaystjpQwZjHbH1tdLEq2pPtLYl8E4egHCb6HMBDVFGTEsMo6OTjNmYLgF1PSHQcZtb1p5OS9OTSCnGTEw3mFgMLoFcl59noehLAPDG+PoBh+cmmBOg/PrYyWBNt7FqynKmGmhcWyDN4xfneViLMcgd8OjuMEAqyb0UFvFwMAUYcS0iME4aj7OgKiPNfZmMo5cyAANtSw3+RKY3/CGXpQxw3xwiIEwFhsGQSqnmSYAAItdLYwRCSkAAAAASUVORK5CYII=)
, то
![](data:image/png;base64,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)
является обратной для неё в обычном смысле, т.е. относит
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAPCAYAAADQ4S5JAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAACoSURBVCjPY2hsbGQgBTPQTwMQMAIxEwgjK1gFFlvFhKGhIdbYG6j4LwOD7BuXrGojmHi0McMCBuOohVidVF8fK2nMwHBH1i2nGEXMOLoepx+ijBkWIptYH2nsaxzb4I1TQ46bbDGDjMeetI4OnuosFyNZ4+gevKHUEG3swyDjtjerPFTdRM5jJkgjYQ0MjP8YGIxvx9bXSxKMB3BoybrvQjd5AGKaZhoAPgMCEWeZI20AAAAASUVORK5CYII=)
именно то значение
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAPCAYAAAA/I0V3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAC1SURBVDjLY2hsbGQgFTMMjCYgYARiJhDGFFvFhFVTQ6yxN1DBXwYG2dcuWdVGIA31kca+YDFZ911pHR08OJ2X5yFbxGAUsSjHTbaYwThqPlF+qs/zMJRlYHgj65ZTTHRAlJen8XrIMOwxjqz3JUoTyB95bsYpJiayy4FOWwgTw6oJFkogj8t65BWBnSjrsTI0LY0PZIhHXr0hhiaw50GhBPV4R0caj7sswy6QGMiQQZAiaKoJAFbLDSWK2Lo5AAAAAElFTkSuQmCC)
, при котором
![](data:image/png;base64,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)
. Но из промежутка значений
![](data:image/png;base64,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)
связанного со скачком функции
![](data:image/png;base64,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)
, лишь одно значение
![](data:image/png;base64,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)
имеет себе соответствующее значение
![](data:image/png;base64,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)
; другим значениям
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAPCAYAAADQ4S5JAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAACoSURBVCjPY2hsbGQgBTPQTwMQMAIxEwgjK1gFFlvFhKGhIdbYG6j4LwOD7BuXrGojmHi0McMCBuOohVidVF8fK2nMwHBH1i2nGEXMOLoepx+ijBkWIptYH2nsaxzb4I1TQ46bbDGDjMeetI4OnuosFyNZ4+gevKHUEG3swyDjtjerPFTdRM5jJkgjYQ0MjP8YGIxvx9bXSxKMB3BoybrvQjd5AGKaZhoAPgMCEWeZI20AAAAASUVORK5CYII=)
в упомянутом промежутке никакие значения
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAPCAYAAAA/I0V3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADCSURBVDjLY2hsbGQgFTMMjKb/DAyMDAwMzFDMiCoWyoxVU32ssTdQwR9GBtlXLlnVxqsYGJiqI019QWIMsh470zo6eHA6L89DtojBKGJRjptsMYNx1Hyi/NRQ7GEgy8DwWtYjr4jogOgoT+P1kGHYYxxZ70uUJpDH89yMU0xMZJcBnbYQKTAYMTSBPA0KJZDHZT1yCsFOlHVfGZqWxg8yxKO4wQBDU46HbCE4lKAe7+hI4/GQZdgJEgMZMghSBE01AQDitQ8zvoWhcgAAAABJRU5ErkJggg==)
, очевидно, не отвечают. Но мы условно относим и им то же значение
![](data:image/png;base64,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)
; геометрически это и выразилось в дополнении графика функции
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAAXCAYAAAC1Szf+AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAJ/SURBVFjD7VjBThsxEHU4U+4EzD+wk/4Bcl0BxyARa09UPiC0Bzj4gIqTWw7kA6peoJeq/YTCF/AHVZUfIPwCaXe8u+B1vGCWIHVLD6PNRmPPvJk34/GSwWBAXos0x1FCWs/VawRQpeI2gDgJ0RUAJ7FS7UaCNUAJ/Ii1Xg7R1zpeNvoewH892DRTOhRoCTAI3Siwx/sbEQVxWi9I9HRj/zhqDNgekHMQ/a06a/sCtgj0zhsBFqkYEXrFE71ea33C1ymJruwS8LbuVBbsFp7/15o3IMuWKy2fs+6ah3z2BcvDdXKWLpqSVX4ph8PFO0pY7wHOLrjGfUD1Lmynz9tcpqn8xt+UJ4fGJoGxC7Yfw2amTydYk6V9KL8ofMy6MhnbZVDNd8vQcCgXGbCPLtg8MLeVAuKskmbGQTopIp/ZpDfl91mwhSScHpKo9+WA0SOfnWCwGYXoz8IwLmQs2ZkXfTF4fJVcUnZwVAZ/D+4xsJmP5Mbeox5YRzFhbMdntC6NDVhKLjAzqCdldwnB2xl6DKxS8g2ugV29PR+w6UZ41r3lyZ7/LHsGjbPMTKp0XXa5QU4YfOh06NfieHEDG9SgSjTjfNRZ45/cWp3bGLj27nNXyiUfA7zO5kxCymMTMwGh/BvugeBt3aCjp0QzAr+eOqqFHjmmseRZxbrz0R6ZY9PUNCWLBfd+Zh18pgE6bPFej/AphHj/Ulc1nIxs53IQU3fiMdmB3qje9EVHbgmUN6b8u1SyjdGCuL/5EmCzcxLGXaVW7Gbmy0TVjFv3Sug2jOv0rLuuO6KFD+mexlbRzIobzFMu71U3pUZc3g0bHujsM3VewcpX8/3pP9h/Wf4AKoVtJ3XFU0cAAAAASUVORK5CYII=)
рядом вертикальных отрезков.
Докажем теперь, что
![](data:image/png;base64,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)
(10)
где последний интеграл берется в обычном смысле, его существование обеспечено, так как функция
![](data:image/png;base64,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)
, а с нею и сложная функция
![](data:image/png;base64,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)
, непрерывна.
С этой целью разложим промежуток
![](data:image/png;base64,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)
на части с помощью точек деления
![](data:image/png;base64,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)
и составим стилтьесову сумму
![](data:image/png;base64,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)
.
Если положить
![](data:image/png;base64,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)
, то будем иметь
![](data:image/png;base64,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)
Так как
![](data:image/png;base64,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)
, то
![](data:image/png;base64,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)
.
Это выражение имеет вид римановой суммы для интеграла
![](data:image/png;base64,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)
Отсюда, однако, нельзя ещё непосредственно заключить, переходя к оператору, о равенстве (10), ибо даже при
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGsAAAAYCAYAAAD9CQNjAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAM+SURBVGje7VmxUttAEN300KUIDOd/QOu0qRjlCmiT2BpXEBeMRwUwo4IMZzoX4QOSCqpMviAzgR8IX5DMmPwAfIOJ9qSzz5eTLMcSlmIVO56RdKe393bf7spwfn4OtVXDVstZgGdVxrkyRAVBZxPRO6sCVg/xrBMEmytJliQK8HtHiI0q4BWisyHxGoT9N7KhLCFSRRpRaWuXhVkShp7IRBZFo+v23laBrJ7LTkKnR2TYEnv6vdPDHYdh+yI962AIwO65L7bLgFlZG9nFzuGpM5OscLNj2OI33cFgrczNgGjhHgAOKXMi+YCh7nwb4Qq9/q5t7WDQXeON5ie51ufb6PoHZcCsrO/hLmD7KpUs6QSD6/Dlj0mOFl9k2Uc9qhJxbsGNjlE6GAcZHYQD7DYpY2i97/dfqAzkLfFq2ZinSA0DiIFzqyTcuiEtfun572hTndk0jc9b9wloAxo/05yPnGG/dDL0a6azaRlBkrOoDOaB2axberBZmX/dwM/koM/ZUajlD/omMgqk1rJ7AkWOjq8xfp2nbKr3JzkfvRfvdDJiWbmjyLXdT64fs597Csx/d4WT61bmlXarh5nbO7HWtDDrol/v8l87oTQLgu66zG6S4yRNX5Askj/KBsaa37J0jEVjnosss831EC5tDkepCw8hkcfzEDXJzMz2GNvIdMbqeIwrC1mqE6RnPc73k1ThKTFnJouizOyIxhsZUaIiyNaA5FW7tCgd2d4zS//TyFJ7M+4fyaLPvf0yYM5Mlq3IjjtDo1vxXTxoNtkX1YAoguTzyD/kUbuiWpI8/yhseiDJNXHtTDoE1dKPnwsPxXX9N3kE2qKYMzUYJAmO0+7bdDiaC6KiqRoKikh5GIx/7QbBOpFHm+bVFcphFvDHrKI/bntDDLqs2ZxVZOhzzqRO997TPeXHsjBnat2jLmaGFrPnv+Vv3FBo89iIyDMjdtGZJeuh6dhNp6nm6tfibm0q8tVgqvuxTMzTQ/Gkect9mKUXLGuQTpxrUj43ldnMslTE531Rtq/b80R8Wcz2l07un/ZV3SuT4+oLdpX+RbAFfe4SuKjuF2Wm/pfZzDpbmAzWVmDG1YdQk1VbTdZq2x+ydmYinYk5fwAAAABJRU5ErkJggg==)
может оказаться, что
![](data:image/png;base64,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)
к нулю не стремится, если, например, между безгранично сближающимися
![](data:image/png;base64,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)
и
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABkAAAAYCAYAAAAPtVbGAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAFISURBVEjH7ZSxTsMwEIYvzIW9CLPxAM31EVA4RDsyJFYWqDKgykM7ZADJyZZngKWwIF6B8ibwBvAKReTcWESQUgSJhFAinSydnfv8328dpGkKTQe0kBbyjyD55+SxwVGRc2qBJCEe5cUWAOJ5/+zc5cLax6HJicP7KMs6tbVr7IkpuMGNWVHOGvFEK+oJgBfhjaeNGR/H0SbtwAP6evjphy+8sf6thfBB5eGo3xe3gMF1uXCWRR1CuqjyxuwJmAPgU6h1txJib8FGC1IT0zJBd8dRtMVQUrpXnHFWqWLQwS5eroQoEhPzigqj328GC4ZyTiLMQNDcKpFEp2VVayHfiUTiAGUysKp9zxuxUutDLRCJqH2t9qzCPF6XKz5y4V9DtA67rhskZR8+totfZQ65CuN4+0cQOw2sPwXkpAwxnlVMh3bU/z3IGypUVv5B3YnHAAAAAElFTkSuQmCC)
будет заключено значение
![](data:image/png;base64,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)
, где функция
![](data:image/png;base64,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)
испытывает скачок. Поэтому мы будем рассуждать иначе.