kollisionsfreie
Kollisionsfrei describes a mapping that is one-to-one, meaning it maps distinct inputs to distinct outputs. More formally, a function f: X -> Y is kollisionsfrei if f(x1) = f(x2) implies x1 = x2. In consequence, every element of the image has a unique preimage.
In mathematical terms, kollisionsfreiheit is the property of injectivity. For finite sets, a necessary condition for
In practical computing, the concept is often discussed in relation to hash functions and data structures. A
Limitations include the impossibility of global collision-freedom in many contexts and the dependence on the chosen