Calculus Introductory Calculus For Infants by Inouye

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"Introductory Calculus For Infants" by Omi M. Inouye is designed to effectively transition young learners from basic mathematics to more advanced concepts, akin to how Spivak approaches calculus but tailored for toddlers. The book employs a conversational style that enhances understanding, contrasting with more traditional texts like Rudin that may overwhelm learners with theorems. It includes appropriately leveled exercises with hints for challenging problems, making it accessible for beginners. The discussion also touches on a broader trend of educational materials aimed at very young children, highlighting a cultural shift in childhood experiences.

For those who have used this book

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Is this like Spivak for toddlers? Do they do epsilon delta proofs using connect the dots?
 
This book bridges the gap from kindergarten mathematics to Rudin exceedingly well. It is written in a very conversational style- something that many books at this level lack. The author actually wants you to learn, as opposed to Rudin who just throws theorems at you. The exercises are at the right level; hints are provided for the more difficult problems. Master this text and then follow up with Rudin.
 
Jeebus, there is a whole series of these things: Non-Euclidean Geometry for Babies, Web Design for Babies (that is particularly horrifying) ...

We really don't have childhood anymore, do we?
 

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