Разработка вычислителя для плавающей точки для нейронных сетей = Development of calculator for floating point to neural networks / И. В. Зоев
Уровень набора: (RuTPU)RU\TPU\conf\17281, Информационные технологии в науке, управлении, социальной сфере и медицине, сборник научных трудов III Международной научной конференции, 23-26 мая 2016 г., Томск, в 2 ч. = 2016Язык: русский.Страна: Россия.Серия: Информационные системы и технологииРезюме или реферат: This article covers the most frequently performed operations on floating-point numbers in artificial neural networks. Also was submitted a selection of the optimum value of the bit to 14-bit float ing-point numbers for implementation on FPGAs, based on the modern architecture of data types of integrated circuits. Presented the description of the algorithm of multiplication (multiplier) of the floating-point numbers. In addition, in this article were described features of the addition (adder) and subtraction (subtractor) operation implementations. Furthermore, was presented operations for such a variety of neural networks as a convolution network - mathematical comparison of floating point ("less than" and "greater than or equal"). In conclusion, presents the substantiation of why this article is excluded consideration dividing operations in computing of neural network..Примечания о наличии в документе библиографии/указателя: [Библиогр.: с. 164 (2 назв.)].Тематика: труды учёных ТПУ | электронные ресурсы | ПЛИС | вычисления | Intel | нейронные сети | вычислительные сети Ресурсы он-лайн:Щелкните здесь для доступа в онлайнЗаглавие с титульного экрана
[Библиогр.: с. 164 (2 назв.)]
This article covers the most frequently performed operations on floating-point numbers in artificial neural networks. Also was submitted a selection of the optimum value of the bit to 14-bit float ing-point numbers for implementation on FPGAs, based on the modern architecture of data types of integrated circuits. Presented the description of the algorithm of multiplication (multiplier) of the floating-point numbers. In addition, in this article were described features of the addition (adder) and subtraction (subtractor) operation implementations. Furthermore, was presented operations for such a variety of neural networks as a convolution network - mathematical comparison of floating point ("less than" and "greater than or equal"). In conclusion, presents the substantiation of why this article is excluded consideration dividing operations in computing of neural network.
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