Supertwistor vs Twistor - What's the difference?
supertwistor | twistor | Derived terms |
(mathematics, physics) A supersymmetric extension of twistors, having n'' degrees of freedom]] (where ''n is the number of [[supersymmetry, supersymmetries) in addition to those of a standard twistor.
(mathematics, physics) Any of the complex-valued coordinates in twistor theory'', which maps the geometric objects of conventional 3+1 space-time into geometric objects in a four-dimensional space, ''twistor space , with metric signature (2,2), a proposed path to a theory of quantum gravity.
Supertwistor is a derived term of twistor.
In mathematics|physics|lang=en terms the difference between supertwistor and twistor
is that supertwistor is (mathematics|physics) a supersymmetric extension of twistors, having n'' degrees of freedom]] (where ''n is the number of [[supersymmetry|supersymmetries) in addition to those of a standard twistor while twistor is (mathematics|physics) any of the complex-valued coordinates in twistor theory'', which maps the geometric objects of conventional 3+1 space-time into geometric objects in a four-dimensional space, ''twistor space , with metric signature (2,2), a proposed path to a theory of quantum gravity.As nouns the difference between supertwistor and twistor
is that supertwistor is (mathematics|physics) a supersymmetric extension of twistors, having n'' degrees of freedom]] (where ''n is the number of [[supersymmetry|supersymmetries) in addition to those of a standard twistor while twistor is (mathematics|physics) any of the complex-valued coordinates in twistor theory'', which maps the geometric objects of conventional 3+1 space-time into geometric objects in a four-dimensional space, ''twistor space , with metric signature (2,2), a proposed path to a theory of quantum gravity.supertwistor
English
Noun
(en noun)- The superconformal algebra can be realized on supertwistor space.