Артем Демиденко

Изобретательское мышление: Алгоритмы ТРИЗ в действии


Скачать книгу

разработке нового программного обеспечения можно проанализировать существующих конкурентов (сильные стороны), выявить недостатки в текущих решениях (слабые стороны), исследовать потенциальный рынок (возможности) и понять риски, связанные с технологическими изменениями или экономической ситуацией (угрозы). Применение SWOT-анализа может служить опорной точкой для создания более детального плана действий.

      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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