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1
Introduction
2
Composition of polynumbers
3
Translation of a polynumber
4
?Examples of left translates
5
When a polynumber is translated twice
6
Translating a polynumber by an integer
7
Recasting using Bi polynumbers
8
An exercise to calculate a Taylor polynumber
9
Another look at the Taylor polynumber
10
Exercise
Description:
Explore the foundations of calculus through an algebraic approach to polynomials and derivatives in this 37-minute mathematics lecture. Delve into the composition and translation of polynumbers, leading to the introduction of Taylor polynomials and sub-derivatives. Challenge traditional calculus concepts by examining the subject without relying on limits or real numbers. Engage with exercises to calculate Taylor polynumbers and gain a fresh perspective on mathematical foundations. This lecture, part of the MathFoundations series, aims to reshape understanding of calculus, drawing inspiration from the works of Euler and Lagrange.

Translating Polynumbers and the Derivative - Arithmetic and Geometry Math Foundations

Insights into Mathematics
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