stationary point

All motion is from east to west, except for the two stationary points.

However, not all stationary points yield a solution of the original problem.

A stationary point process on has almost surely either 0 or an infinite number of points in total.

More importantly, it allows for the characterization of stationary points.

This principle is only valid on the assumption of a factor space far from a stationary point.

By making this subset small enough, any nearby stationary points could be excluded.

These composite rotations have a stationary point, just as in 2 dimensions.

De Bont said that during shooting, he learned to "never film a boat from a stationary point of view".

The instrument calculated the position of ships in respect to three stationary points on shore.

This process of determining stationary points is called geometry optimization.

In Ricardo's system, this is the stationary point in the growth process of an economy.

Newton's method to find the stationary point of a function, where the gradient is 0.

Here, x is both a stationary point and a point of inflexion.

Focusing on a stationary point on the floor in front of you will boost your concentration.

The term "critical point" may be confused with "stationary point".

Henri Poincaré also later named various types of stationary points and classified them.

No improvement after one cycle of line search along coordinate directions implies a stationary point is reached.

In 2 dimensions, both dimensions are used for rotation, leaving a 0-dimensional stationary point.

"We can match speeds with the ice pretty much dead on, which makes it almost like rigging between two stationary points.

This is called a stationary point of .

A local (energy) minimum is a stationary point where all such displacements lead to an increase in energy.

Many of the stationary points of the function exhibit a regular pattern when plotted.

Determining the position and nature of stationary points aids in curve sketching, especially for continuous functions.

So the origin is an equilibrium (i.e., a stationary point) of the system.

Setting the first derivative to 0 and solving for x gives stationary points at 1 and +1.