Introduction on Maxel Algebra I Data Structures In Mathematics Math Foundations 169 Nj Wildberger
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Arrays and matrices I Data structures in Mathematics Math Foundations 164 | NJ Wildberger
Integral vectors and matrices via vexels and maxels II | Data structures Math Foundations 208
Maxel theory: new thinking about matrices III | Data structures Math Foundations 168
Numbers, polynumbers, and arithmetic with vexels II | Data Structures in Math Foundations 191
Back to Gauss and modular arithmetic | Data Structures in Mathematics Math Foundations 196
MF150: What exactly is a set | Data Structures in Mathematics Math Foundations | NJ Wildberger
The anti operation in mathematics | Data structures in Mathematics Math Foundations 212
Singletons, vexels, and the rank of a maxel I Data structures in Mathematics Math Foundations 171
Arithmetic with base 2 vexels | Data Structures in Mathematics Math Foundations 192
Complexity and hyperoperations | Data Structures Math Foundations 174
Hyperoperations and even bigger numbers | Data structures in Mathematics Math Foundations 179
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Last Updated: October 4, 2026
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Summary
We apply our new found grasp of integers to widening the context of vexels and We introduce the ideas of arrays and matrices as 2 dimensional In this video we continue bringing the notions of vexels, polynumbers and Hindu Arabic numbers together. After a careful look at ... We introduce the wonderful world of modular arithmetic, going back to the great C.F. Gauss. This allows us to find remainders ... What exactly is a set?? This is a crucial question in the modern The anti operation provides us with a technical tool to work with multisets in which objects occur with negative multiplicities. The multiset framework that we have used to set up This video sets up binary arithmetic using the framework of base two vexels. However, our notation is somewhat more flexible ... A powerful approach to exploring big number arithmetic is to extend the notion of arithmetical operation. By considering ...
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