These objects can be visualized using Rothe diagrams, and a method of representing them is called two-line notation.
A list of these objects is often made when calculating the ShapleyShubik power index. These objects can be visualized using Rothe diagrams, and a method of representing them is called two-line notation. An algorithm named for Fisher and Yates creates a random one of these objects. A derangement is one of these objects in which no items are fixed. The number of these objects for n items taken r at a time equals n factorial divided by the quantity n minus r factorial. For 10 points, name these arrangements of items in which order matters, unlike combinations
A list of these objects is often made when calculating the ShapleyShubik power index.
permutations