The first step in solving such equations by the variational method is to show that the extremum is attained. |
|
The Einstein equation can be derived as the solution to Euler-Lagrange equations that represent the stationary point, or extremum, of the action. |
|
The fitness of each particle is taken as the particle extremum pbest, and the individual extremum is selected as the population extremum gbest. |
|
This data is associated with its measuring point, its event type, its beginning, its channel, its extremum and its length. |
|
It's your job to transform this question into a mathematical function, and then find the extremum of this function in the interval which you have to determine. |
|
This is a functional extremum problem with a boundary constraint. |
|
These conditions are only necessary for an extremum. |
|
This table only gives the number of events for a length and an extremum. |
|