xrightharpoonup
Draws a right-pointing harpoon arrow with an upward barb above specified text or symbols.
Overview
Commonly employed in mathematical notation to indicate specific types of transformations, mappings, or limits with directional emphasis.
- Popular in advanced algebra and topology for denoting specialized morphisms or mappings.
- Often used to show convergence or transformation processes with particular properties.
- Appears frequently in category theory and abstract algebra to represent specific types of homomorphisms.
- Provides a visually distinct alternative to standard arrows when additional notation precision is needed.
Examples
Vector convergence notation in analysis.
x_n \xrightharpoonup{n \to \infty} xMapping with specific transformation description.
f: X \xrightharpoonup{\phi} Y