Несомненно, в цифровую эпоху тезис «кто владеет информацией – владеет миром» обретает новые интерпретации, но одного только факта владения становится недостаточным, когда объёмы информации колоссальны и осмысление её без специального инструментария не представляется возможным. Настоящее учебное пособие являет собой дополнение к курсу теории вероятностей и математической статистики, попытку авторской систематизации опыта работы и изложения материала, адаптированного к анализу педагогических данных. На волне глобализации школьный онлайн-учитель в ходе своей профессиональной деятельности сталкивается с необходимостью статистической обработки информации, когда на смену традиционным классам ограниченного объема на виртуальные уроки приходят многомилионные аудитории подписчиков из социальных сетей. О чём вы думаете, когда видите американского солдата в экзоскелете и очках дополненной реальности способного переносить грузы значительно превышающие пределы человеческих возможностей и вести наблюдение через непрозрачные стены, либо израильского хирурга, проводящего сложнейшую операцию дистанционно, либо арабского полицейского на джетпаках патрулирующего небоскребы в эмиратах? Без сопутствующего высокотехнологического оборудования ничто из перечисленного не было бы возможным, так и современный онлайн-учитель определенно получает некоторые преимущества лишь освоив соответствующие технологии анализа данных. В первую очередь, наглядную визуализацию. На сегодняшний день в мире не так много научных организаций, целенаправленно занимающихся вопросами визуализации. Из ведущих лабораторий на память приходят: Electronic Visualization Laboratory, Kitware, Лос-Аламосская национальная лаборатория, Подразделение Передовых Суперкомпьютеров NASA, Национальный центр суперкомпьютерных приложений, Сандийские национальные лаборатории, Центр Суперкомпьютеров Сан Диего, Научный институт вычислений и визуальной информации, Техасский Центр передовых вычислительных систем. Специализированных конференций и того меньше: IEEE Visualization, SIGGRAPH, EuroVis, Конференция по вопросам влияния человеческого фактора на компьютерные системы, Eurographics, PacificVis. Отрадно сознавать, что с недавних пор сей список пополнил и ОмГПУ. Необходимость наглядного представления педагогической информации обусловлена самой природой человека, получающего порядка 80%-90% данных с помощью зрения. Наглядность важна и для понимания, весомым подтверждением тому является небезызвестный «квартет Энскомба», составленный в 1973 году английским математиком Ф. Дж. Энскомбом для иллюстрации важности применения графиков для статистического анализа и влияния выбросов значений на свойства всего набора данных. А именно, следующие четыре набора данных имеют идентичные статистические характеристики, но их графики существенно различаются:
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)
Табличное представление данных естественно, эффективно и удобно для хранения в памяти электронной вычислительной машины, но для осознания представленной информации человеком не обойтись без описательной статистики и главное – графиков:
В качестве вводного примера для иллюстрации возможностей анализа и визуализации педагогической информации приведем процесс установки и запуска визуализации средствами пакета R. Предположим, что вами уже создан и активно используется онлайн-курс по математике в iSpring Suite (https://www.ispring.ru/ispring-suite) с активным использованием GeoGebra (https://www.geogebra.org). В некоторый момент вы понимаете, что объем слушателей курса превосходит ваши физические возможности для анализа успеваемости, необходимо использовать программные средства специального назначения. Как быть?
Для решения обозначенной проблемы скачайте и установите пакет R для используемой вами операционной системы (https://www.r-project.org). Прямая ссылка с сайта МГУ: https://cran.cmm.msu.ru/bin/windows/base/R-4.0.2-win.exe При первом запуске процесса установки будет предложен выбор языка установки:
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)
Далее важный момент, будет предложено ознакомиться с условиями универсальной общественной лицензии GNU, по которой распространяется R. Для тех, кто не знаком с ней, это лицензия на свободное программное обеспечение, созданная в рамках проекта GNU в 1988 г., по которой автор передаёт программное обеспечение в «общественную собственность». Её также сокращённо называют GNU GPL или даже просто GPL, если из контекста понятно, что речь идёт именно о данной лицензии. Как видите, R распространяется на правах второй версии этой лицензии, которая была выпущена в 1991 году. Суть в том, что в 1990 году стало очевидным наличие менее ограничивающей лицензии, которая могла бы использоваться для некоторых библиотек ПО; когда версия 2 GPL была выпущена в июне 1991 года, была введена в обращение и GNU Library General Public License (GNU LGPL, LGPL), также получившая номер 2, для обозначения того, что эти две лицензии являются взаимодополняющими.
Далее следует выбор папки установки: