Commutators example sentences
- Home
- "Commutators" example sentences
Related (7): electricity, mathematics, motors, generators, circuits, algebra, physics
"Commutators" Example Sentences
- The commutators of a group measure how non-commutative the group is.
- The commutators of two elements in a group give information about how they interact.
- The Lie bracket of a Lie algebra is defined in terms of commutators.
- Commutators are used to study the structure of groups and algebras.
- The commutator subgroup of a group is a normal subgroup that measures how non-Abelian the group is.
- The commutators of a matrix group can be used to determine whether the group is solvable or not.
- Commutators are also used in quantum mechanics to describe the uncertainty in the position and momentum of a particle.
- The commutators of a Lie algebra form a Lie subalgebra.
- Commutators are important in the study of automorphisms of groups.
- The commutator of two operators in quantum mechanics measures how much they fail to commute.
- The Jacobi identity for commutators expresses the fact that the Lie bracket is associative.
- Commutators of elements in a group can be used to define a new group, called the derived group.
- Commutators are also used in tensor products to measure the extent to which the product is non-commutative.
- Commutators are important in the study of Lie groups and Lie algebras.
- The commutators of a Lie algebra determine its structure up to isomorphism.
- Commutators are used in the classification of finite simple groups.
- The commutator length of a group measures how many commutators are needed to generate all elements of the group.
- Commutators are used in the definition of Jordan algebras.
- The centralizer of an element in a group is the set of elements that commute with it, except for commutators.
- The commutators of elements of a Lie group can be used to define a new Lie algebra, called the Lie algebra of the group.
- Commutators are used in the definition of enveloping algebras of Lie algebras.
- The commutators of a group determine its second homology group.
- Commutators are used in the study of automorphisms of Lie algebras.
- The commutators of a group can be used to determine whether it is perfect or not.
- Commutators are important in the study of Kac-Moody algebras.
- The group generated by the commutators of two elements in a group is called the commutator subgroup of the group.
- Commutators are used in the definition of semisimple algebras.
- The commutators of two isometries in a metric space can be used to define the distortion of the space.
- Commutators are used in the proof of the Poincaré-Birkhoff-Witt theorem.
- The commutators of elements in a group can be used to define a new group, called the Verbal subgroup.
Common Phrases
- The commutators in this circuit need to be properly aligned.
- The technician used a commutator to switch between different modes.
- The commutators on the old generator were causing it to malfunction.
- The commutator brush needs to be replaced to improve performance.
- The commutators in the motor were not synced correctly.
- The engineer discovered a faulty commutator during the inspection.
- We need to check the commutator connections before starting the machine.
- The commutator bar was damaged, causing electrical issues.
- The commutator ring was coated with a layer of insulation for safety reasons.
- The operation of the machine requires a high-quality commutator.
Recently Searched