Calculus for machine learning and artificial intelligence: From derivatives to backpropagation (Math and Artificial Intelligence)
商品#: 271125493

Calculus for machine learning and artificial intelligence: From derivatives to backpropagation (Math and Artificial Intelligence)

商品#: 271125493

TWD 1231

Price Details

Excluding Shipping & Custom charges ( Shipping and custom charges will be calculated on checkout )

*All items will import from EU

0 ratings 撰寫評論
有存貨
eu 從EU商店匯入

QTY:

立即訂購並活動它 週三, 十月 21
Our Top Logistics Partners
  • fedex
  • dhl
顯示更多
fast shipping

Fast
Shipping

free return

Free
Return*

secure packaging

Secure Packaging

100% original products

100% Original Products

pci-dss

PCI DSS Compliance

iso certified

ISO 27001 Certified


paypal payment
visa payment
mastercard payment
Note: Step Up Voltage Transformer required for using electronics products of Germany store (230 V). Recommended power converters 立即購買.

產品詳情

Shop Calculus for machine learning and artificial intelligence: From derivatives to backpropagation (Math and Artificial Intelligence) online at a best price in Taiwan. B0FNKPJCMX
  • Mathematics has always been the language of science, providing the framework through which humanity understands the natural world. Among the branches of mathematics, calculus has held a special place as a tool for describing continuous change, modeling dynamic systems, and solving complex problems in physics, engineering, economics, and beyond. In the modern era, calculus has gained renewed importance due to the rapid rise of Artificial Intelligence (AI) and Machine Learning (ML). The algorithms that power modern AI systems—ranging from simple linear regression models to deep neural networks—are built upon the fundamental principles of calculus.This book, Calculus for Machine Learning and AI, is designed to provide readers with a clear, rigorous, and application-oriented understanding of calculus as it applies to machine learning. Unlike traditional calculus books that focus solely on mathematical theory, this book emphasizes why and how calculus is the backbone of AI systems, making it a bridge between pure mathematics and applied machine learning practice.Our goal is to demystify calculus for computer scientists, data scientists, engineers, and students who want to understand not just how to compute derivatives or integrals, but also why these operations are essential for optimization, learning, and intelligent decision-making.Why Calculus Matters in AI and Machine LearningTo appreciate the value of this book, one must first understand why calculus is indispensable in AI:Derivatives and Gradients as Learning ToolsAt the heart of machine learning lies optimization. Models learn by minimizing errors, and this requires gradients—mathematical tools derived from calculus. Whether adjusting the weights of a neural network or fine-tuning parameters in a regression model, derivatives guide learning by showing the direction of steepest descent.Backpropagation and Neural NetworksNeural networks are among the most powerful AI architectures, and their training is made possible through backpropagation—a process entirely dependent on calculus. Without derivatives, there is no mechanism to update weights systematically, making learning impossible.Optimization and Loss FunctionsThe concepts of minima, maxima, and saddle points are deeply rooted in calculus. Gradient Descent, Stochastic Gradient Descent, and their numerous variants are all grounded in differential calculus and partial derivatives.Probability and Continuous DistributionsIn AI, many probabilistic models require integration to compute likelihoods, marginal probabilities, and expectations. Calculus enables us to handle these continuous distributions, which are central to Bayesian models and probabilistic AI.Dynamic Models and Reinforcement LearningReinforcement learning often involves continuous state and action spaces where calculus helps model transitions, expected rewards, and optimal policies. Calculus is also essential for solving Bellman equations and Hamilton-Jacobi equations in advanced AI.Understanding TransformationsMany machine learning techniques, such as Principal Component Analysis (PCA) and dimensionality reduction, rely on continuous transformations of data. Calculus helps in understanding these transformations and their impact on learning systems.In short, calculus is not just an academic requirement—it is the engine that makes AI possible.How This Book is Beneficial for Study1. Bridging Theory and PracticeOne of the greatest challenges for learners is connecting abstract mathematical concepts with practical AI applications. This book narrows that gap. Instead of treating calculus as an isolated subject, it demonstrates how every concept directly powers real-world AI tasks.
Publisher Independently published
Publication date 23 Aug. 2025
Language English
Print length 340 pages
ISBN-13 979-8299388251
Dimensions 21.59 x 1.96 x 27.94 cm

產品描述

Calculus for machine learning and artificial intelligence: From derivatives to backpropagation (Math and Artificial Intelligence)

有疑問? 和我們聊天

客戶問題與解答

  • 問題: 如何從 Ubuy 在線購物 Calculus for machine learning and artificial?

    Answer: 從 Ubuy 在線購物 Calculus for machine learning and artificial 非常簡單。. 您只需搜索產品,在結賬時選擇運輸方式,然後將其運送到您所在的位置。
  • 問題: Calculus for machine learning and artificial 可以在 Taiwan 在線購物嗎?

    Answer: 是的,您可以在 Ubuy Taiwan 以合理的價格購買該產品。. Calculus for machine learning and artificial 在本地不可用,但您可以信任我們的快遞服務。
  • 問題: 下訂單後需要多長時間才能收到產品?

    Answer: 您訂購的產品的交貨時間根據您訂購的商品和您選擇的運輸方式而有所不同。. 結賬時會提到預計送貨時間,所以購物時請放心。

English edition Anshuman Mishra Format: Paperback Editorial Review

未找到編輯評論

Customer Reviews & Ratings

1.0
1 客戶評價
  • 5 星
    0%
  • 4 星
    0%
  • 3 星
    0%
  • 2 星
    0%
  • 1 星
    100%

評論這個產品

和其他客戶分享您的想法

Product Price History

重要資訊

  • 限制:對於國際運輸的產品,請注意任何製造商保修可能無效;製造商服務選項可能不可用;產品手冊、說明和安全警告可能不是目的地國家的語言;產品(及隨附材料)的設計可能不符合目的地國家的標準、規範和標籤要求;並且產品可能不符合目的地國家的電壓和其他電氣標準(如果適用,需要使用適配器或轉換器)。收件人有責任確保產品可以合法進口到目的地國家。當從Ubuy或其關聯公司訂購時,收件人是記錄在案的進口人,並且必須遵守目的地國家的所有法律和法規。
  • 由於Ubuy是一個全球搜索引擎,因此並非Ubuy上列出的所有產品都在出售。產品受出口/貿易法規的約束。