elliptic

When the space is said to be closed or elliptic.

According to one critic, "They add to the record in interesting if elliptic ways."

In Elliptic geometry we see a typical example of this.

Any elliptic curve in Edwards form has a point of order 4.

"We are still, you will note, in the plane of the elliptic."

The earth prone and moves in an elliptic way around the sun.

The set of all elliptic functions which share some two periods form a field.

One other question on the same subject What do you know about elliptic functions?"

The complete elliptic integral of the first kind is sometimes called the quarter period.

In the elliptic case, the normal cone has no real sheets.

The most complete results so far have been obtained when the equation is elliptic.

The geometry of the universe is, at least on a very large scale, elliptic.

Pass by at warp one, five light seconds up in the elliptic.

A simple way to picture elliptic geometry is to look at a globe.

Finding rational points on a general elliptic curve is a difficult problem.

One of these new geometries is now called elliptic geometry.

Where a is the multiplication factor of x in the elliptic field.

The protocol may be modified, for example, to use elliptic curves instead.

Also, the group structure of elliptic curves is generally more complicated.

Thus, every circle of an elliptic pencil passes through the same two points.

As a history of American modernism, the show is necessarily both elliptic and incomplete.

For each of the prime fields one elliptic curve is recommended.

Elliptic space is an abstract object and thus an imaginative challenge.

Also the relative position of one body with respect to the other follows an elliptic orbit.

This was important for the use of elliptic curves in cryptography.