| 释义 |
Definition of Lorenz attractor in English: Lorenz attractornoun Mathematics A strange attractor in the form of a two-lobed figure formed by a trajectory which spirals around the two lobes, passing randomly between them. Example sentencesExamples - The attractors, known as Lorenz attractors, split the stress of the motion in two directions.
- The Lorenz attractor (as it is called today) turned out to be a prototype for chaos in other dynamical systems.
- As with other chaotic systems, the Lorenz attractor is very sensitive to these initial conditions.
- Then she could choose a second starting point only slightly different from the first to produce a new ‘trajectory ‘, or sequence of points, making up the Lorenz attractor.’
- The Lorenz attractor is a set of differential equations which are popular in the field of Chaos.
Origin 1970s: named after Edward N. Lorenz (1917–2008), American meteorologist. Definition of Lorenz attractor in US English: Lorenz attractornoun Mathematics A strange attractor in the form of a two-lobed figure formed by a trajectory which spirals around the two lobes, passing randomly between them. Example sentencesExamples - The Lorenz attractor (as it is called today) turned out to be a prototype for chaos in other dynamical systems.
- Then she could choose a second starting point only slightly different from the first to produce a new ‘trajectory ‘, or sequence of points, making up the Lorenz attractor.’
- As with other chaotic systems, the Lorenz attractor is very sensitive to these initial conditions.
- The attractors, known as Lorenz attractors, split the stress of the motion in two directions.
- The Lorenz attractor is a set of differential equations which are popular in the field of Chaos.
Origin 1970s: named after Edward N. Lorenz (1917–2008), American meteorologist. |