Hyperoperations form a sequence of operations that extend beyond basic arithmetic operations (addition, multiplication, exponentiation) to more complex operations. The sequence of hyperoperations is defined recursively, starting from finite addition and building up through various levels of operations. Each level of hyperoperation is defined in terms of the previous level. Here's a brief overview of the first few hyperoperations: 1. **Addition (n=0)**: The first hyperoperation, defined as \( a + b \).
Articles by others on the same topic
There are currently no matching articles.