3-я Международная конференция по эконометрике и бизнес-аналитике (iCEBA)

3-я Международная конференция по эконометрике и бизнес-аналитике (iCEBA) 2023 приглашает к представлению статей или расширенных тезисов в области эконометрики и бизнес-аналитики.
5-8 июля 2023

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

iCEBA 2023 организован Центром эконометрики и бизнес-аналитики (CEBA) Санкт-Петербургского государственного университета.

Конференция пройдет  в смешанном формате.

Язык конференции – английский.

Намероприятии будет представлен широкий круг тем по эконометрике и бизнес-аналитике, включая, помимо прочего:

  •     Эндогенность в экономических моделях
  •     Зависимость во временном ряду
  •     Надежный эконометрический и статистический вывод
  •     Тяжелые хвосты и зависимость от хвостов в финансах
  •     Методы машинного обучения для моделирования зависимости в экономике и финансах
  •     Агентные методы моделирования зависимостей в экономике и финансах
  •     Оптимизационные методы моделирования зависимостей в экономике и финансах
  •     Сетевой анализ в экономике и финансах
  •     Панельные методы экономического анализа

Также приветствуются материалы по другим темам теоретической и прикладной эконометрики, количественных финансов, оптимизации и информатики с приложениями к бизнесу и экономике.

На конференции принимаются полные доклады, но также будут рассмотрены расширенные тезисы объемом не менее двух страниц.

В специальном выпуске журнала Dependence Modeling, посвященном конференции, будет рассмотрена подборка полных статей, присланных для публикации.

Все события