succnapprox
Represents a mathematical relation indicating that one element succeeds but is not approximately equal to another.
Overview
Serves as a specialized mathematical operator combining the concepts of succession and non-approximate equality, primarily used in advanced mathematical notation and formal proofs.
- Common in abstract algebra and set theory discussions
- Useful when precise distinctions between succession relationships need to be made
- Often appears alongside other related comparison operators in mathematical sequences and ordering relations
- Particularly valuable in contexts where both order and approximate equality need to be addressed simultaneously
Examples
Expressing that one sequence is not approximately succeeded by another.
\{a_n\} \succnapprox \{b_n\}Showing non-approximate succession in a numerical inequality chain.
x > y \succnapprox z \geq w