Introduction on Hyperoperations And Even Bigger Numbers Data Structures In Mathematics Math Foundations 179
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The sporadic nature of big numbers | Data Structures in Mathematics Math Foundations 176
The chaotic complexity of natural numbers | Data structures in Mathematics Math Foundations 175
The essential dichotomy underlying mathematics | Data Structures Math Foundations 185
The successor - limit hierarchy | Data Structures in Mathematics Math Foundations 180
Naming and ordering numbers for students | Data structures in Mathematics Math Foundations 188
Negative numbers, msets, and modern physics | Data Structures in Mathematics Math Foundations 205
Hyperoperations
Math Mondays Hyperoperators
Higher data structures | Data structures in Mathematics Math Foundations 163
The law of logical honesty and the end of infinity | Data structures in Math Foundations 178
Numbers, polynumbers, and arithmetic with vexels II | Data Structures in Math Foundations 191
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Last Updated: October 4, 2026
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A powerful approach to exploring We introduce the idea of the complexity of a natural In this video we discuss divisibility in the context of natural In this video we derive a fundamental but destabilizing fact about natural This is a sobering and perhaps disorienting introduction to the fact that arithmetic with Addition, multiplication and exponentiation are just the first three arithmetical operations on a fascinating ladder of operations ... Now that we have a clear idea of what a (primitive) natural We are starting to appreciate the fundamental importance of the framework of Nat, the primitive natural An introduction into hyperoperators en.wikipedia.org/wiki/ Lists, ordered sets (osets), multisets (msets) and sets are the four key types of It is time to end the delusion which pervades modern 20th century style In this video we continue bringing the notions of vexels, polynumbers and Hindu Arabic
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