The mathematician explored the permutative properties of the group to understand its symmetry.

The algebraic paper discussed several unexpected permutabilities among the transformation groups.

The permutability of the system determines whether its components can be rearranged without altering overall behavior.

The set of solutions proved to be permutable under the given symmetry operations.

The algorithm arranges the data permutably so that every possible order can be evaluated.

During the seminar, we analyzed the permutizer of H and proved that its structure influences whether the whole group is solvable.

The permutableness of the dataset allowed the analysts to reorder attributes without changing the results.

During the experiment, she permutated the parameters to observe how the system responded to different configurations.

The team used newly developed permutizers to exhaustively test every configuration of the algorithm.

Each permutation of the seating chart produced a different atmosphere in the room.