如果你有任何编程背景，最好的书就是 Joel Kilty 和 Alex M. McAllister 写的《数学建模与应用微积分》（Mathematical Modeling and Applied Calculus），书评看这里：https://www.maa.org/press/maa-reviews/mathematical-modeling-... 这里还有一个配套的小 workshop：https://learnaifromscratch.github.io/calculus.html…
The best book if you have any programming background is 'Mathematical Modeling and Applied Calculus' by Joel Kilty and Alex M. McAllister reviewed here: https://www.maa.org/press/maa-reviews/mathematical-modeling-... There's a small workshop for it here: https://learnaifromscratch.github.io/calculus.html…
……搞不清楚自己在干什么（我到现在也还没 100% 搞明白……所以我现在都招人来做）。如果你想找一本优秀的微积分教材，把那些看着恶心人的欧拉数 e 嵌套统计分布讲明白，可以试试 Joel Kilty 写的《数学建模与应用微积分》。从偏导数、梯度、x^n、e^x、三角函数、积分到极限，全都是用建模函数的参数形式来解释的，写代码的人理解起来毫无压力。……
…sure of what they are doing (I'm still not 100% sure.. hence why I hire people now). If you want a great Calculus text that explains those nasty looking Euler's e nested statistics distributions try Mathematical Modeling and Applied Calculus by Joel Kilty everything from partial derivatives, gradients, x^n, e^x, trig, integrals, limits is explained in terms of parameters to modeling functions, if you write software it will be easy to understand.…
…(base-10) logarithm of a number is essentially how many digits a number has." The final (AI) part then ends up needing exponential functions and logarithmic functions. It references a book "Obtain the book Mathematical Modeling and Applied Calculus listed in the beginning of this page via library genesis or other means, and skip to chapter 1.4 Exponential Functions. There is a short demonstration here that assumes you have a basic idea what a derivative…
如果你有任何编程背景，最好的书就是 Joel Kilty 和 Alex M. McAllister 写的《数学建模与应用微积分》（Mathematical Modeling and Applied Calculus），书评看这里：https://www.maa.org/press/maa-reviews/mathematical-modeling-... 这里还有一个配套的小 workshop：https://learnaifromscratch.github.io/calculus.html…
The best book if you have any programming background is 'Mathematical Modeling and Applied Calculus' by Joel Kilty and Alex M. McAllister reviewed here: https://www.maa.org/press/maa-reviews/mathematical-modeling-... There's a small workshop for it here: https://learnaifromscratch.github.io/calculus.html…
……搞不清楚自己在干什么（我到现在也还没 100% 搞明白……所以我现在都招人来做）。如果你想找一本优秀的微积分教材，把那些看着恶心人的欧拉数 e 嵌套统计分布讲明白，可以试试 Joel Kilty 写的《数学建模与应用微积分》。从偏导数、梯度、x^n、e^x、三角函数、积分到极限，全都是用建模函数的参数形式来解释的，写代码的人理解起来毫无压力。……
…sure of what they are doing (I'm still not 100% sure.. hence why I hire people now). If you want a great Calculus text that explains those nasty looking Euler's e nested statistics distributions try Mathematical Modeling and Applied Calculus by Joel Kilty everything from partial derivatives, gradients, x^n, e^x, trig, integrals, limits is explained in terms of parameters to modeling functions, if you write software it will be easy to understand.…
……（以 10 为底的）对数本质上就是一个数字有多少位。”最后的（AI）部分接着就需要用到指数函数和对数函数了。它引用了一本书：“通过 library genesis 或其他途径搞到本页开头列出的那本《数学建模与应用微积分》，然后直接跳到 1.4 节‘指数函数’。这里有一个简短的演示，假设你已经对什么是导数有了基本了解……
…(base-10) logarithm of a number is essentially how many digits a number has." The final (AI) part then ends up needing exponential functions and logarithmic functions. It references a book "Obtain the book Mathematical Modeling and Applied Calculus listed in the beginning of this page via library genesis or other means, and skip to chapter 1.4 Exponential Functions. There is a short demonstration here that assumes you have a basic idea what a derivative…