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Deep learning is a fast growing field in tech that is often described to have limitless potential. This paper describes its history, why the explosion in popularity, and how it works. An example of classifying images of handwritten digits (MNIST) will be explored using a fully connected network and a convolutional neural network. Next, a brief description of the tools necessary for the reader to implement his or her own network. Finally, a view of the state of the art being developed by companies such as Google, Facebook, and Baidu.
Il s'agit d'un gabarit simple destiner à des étudiants qui n'ont jamais utilisé LaTeX. J'ai inclus plusieurs commentaires afin de donner quelques explications quant aux commandes utilisées.
TEMPLATE PARA TRABALHO DE CONCLUSÃO DE CURSO
Universidade Federal do Pará - Instituto de Tecnologia
Idealizado por Sérgio Custódio e Kelvin Pinheiro
Baseado no projeto
De: Diego Marczal e Michael Vornes
Customização da classe abnTeX2
Dúvidas: custodio@ufpa.br
Este é o template oficial de trabalhos acadêmicos em inglês (TCC/Dissertação/Tese) da Universidade Federal do Ceará (UFC) conforme as normas da ABNT.
Grande parte do trabalho foi adaptado do template da UECE elaborado por Thiago Nascimento a partir da classe abntex2. Dúvidas, esclarecimentos ou sugestões podem ser enviadas para o e-mail da Comissão de Serviços da Biblioteca Universitária: bu@ufc.br ou bchleitor@ufc.br
This is the official template for academic works in English (Undergraduate Thesis/Dissertation/Thesis) of the Federal University of Ceará (UFC) according to ABNT standards.
Much of the work was adapted from the UECE template prepared by Thiago Nascimento from the abntex2 class. Questions, clarifications or suggestions can be sent to the University Library e-mail: bu@ufc.br or bchleitor@ufc.br
Ednardo Moreira Rodrigues; Alan Batista de Oliveira; Matheus Gomes Correia
Lab report template inspired by the Elsarticle's double column journal style.
Plantilla de informe de laboratorio inspirada en el estilo doble columna del paquete Elsarticle.
This project will discuss the usage of the logical programming language called Prolog to solve a diabolic magic squares made with 4 by 4 squares and Python as a front-end. A diabolic magic squares are matrix of 4 rows and 4 columns which have unique numbers on each cell from 1 to 16. This project will implement the solution of this problem using logical deduction.