Сергей Каледин

Предпринимательство. Предпринимательское решение


Скачать книгу

обычно осуществляется в несколько этапов, на которых уточняется постановка задачи, конструируется модель, проводится ее теоретический и (или) экспериментальный анализ на достоверность, и после практического применения и анализа полученных данных осуществляется (в случае необходимости) корректировка с целью введения дополнительных факторов и данных, ограничений, критериев и т. п.

      Примером моделирования может быть разработка организационной структуры, создание организации, доходности капитала и др.

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

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