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Mathematics of Deep Learning: An Introduction

AUTHOR Berlyand Jabin, Leonid Pierre-Emmanuel; Berlyand Jabin, Leonid Pierre-Emmanuel; Berlyand Jabin, Leonid Pierre-Emmanuel et al.
PUBLISHER de Gruyter (04/27/2023)
PRODUCT TYPE Paperback (Paperback)

Description

The goal of this book is to provide a mathematical perspective on some key elements of the so-called deep neural networks (DNNs). Much of the interest in deep learning has focused on the implementation of DNN-based algorithms. Our hope is that this compact textbook will offer a complementary point of view that emphasizes the underlying mathematical ideas. We believe that a more foundational perspective will help to answer important questions that have only received empirical answers so far.

The material is based on a one-semester course Introduction to Mathematics of Deep Learning" for senior undergraduate mathematics majors and first year graduate students in mathematics. Our goal is to introduce basic concepts from deep learning in a rigorous mathematical fashion, e.g introduce mathematical definitions of deep neural networks (DNNs), loss functions, the backpropagation algorithm, etc. We attempt to identify for each concept the simplest setting that minimizes technicalities but still contains the key mathematics.

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Product Details
ISBN-13: 9783111024318
ISBN-10: 3111024318
Binding: Paperback or Softback (Trade Paperback (Us))
Content Language: English
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Page Count: 132
Carton Quantity: 31
Product Dimensions: 6.69 x 0.29 x 9.61 inches
Weight: 0.50 pound(s)
Feature Codes: Illustrated
Country of Origin: DE
Subject Information
BISAC Categories
Computers | Artificial Intelligence - General
Computers | Programming - Algorithms
Computers | Applied
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publisher marketing

The goal of this book is to provide a mathematical perspective on some key elements of the so-called deep neural networks (DNNs). Much of the interest in deep learning has focused on the implementation of DNN-based algorithms. Our hope is that this compact textbook will offer a complementary point of view that emphasizes the underlying mathematical ideas. We believe that a more foundational perspective will help to answer important questions that have only received empirical answers so far.

The material is based on a one-semester course Introduction to Mathematics of Deep Learning" for senior undergraduate mathematics majors and first year graduate students in mathematics. Our goal is to introduce basic concepts from deep learning in a rigorous mathematical fashion, e.g introduce mathematical definitions of deep neural networks (DNNs), loss functions, the backpropagation algorithm, etc. We attempt to identify for each concept the simplest setting that minimizes technicalities but still contains the key mathematics.

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Paperback