feigenbaum constants造句
例句與造句
- The ratio in the last column converges to the first Feigenbaum constant.
- Named after mathematical physicist Mitchell Feigenbaum, the two Feigenbaum constants appear in such iterative processes : they are mathematical invariants of logistic maps with quadratic maximum points and their bifurcation diagrams.
- In mathematics, specifically bifurcation theory, the "'Feigenbaum constants "'are two mathematical constants which both express ratios in a bifurcation diagram for a non-linear map.
- Other maps also reproduce this ratio, in this sense the Feigenbaum constant in bifurcation theory is analogous to [ [ Pi ( number ) | ] ] in geometry and [ [ e ( mathematical constant ) | ] ] in calculus.
- :Also note that there are plenty of other fundamental constants unrelated to these : the Euler-Mascheroni constant ?, the Feigenbaum constants . . . see : Category : Mathematical constants for many more . Keenan Pepper 23 : 38, 1 August 2006 ( UTC)
- It's difficult to find feigenbaum constants in a sentence. 用feigenbaum constants造句挺難的
- Also in 1975, Mitchell Feigenbaum, using the small HP-65 calculator he had been issued at the Los Alamos National Laboratory, discovered that the ratio of the difference between the values at which successive period-doubling bifurcations occur tends to a constant of around 4.6692 . . . This " ratio of convergence " is now known as the first Feigenbaum constant.