manifold

Manifold vacuum can be used to drive accessories on automobiles.

Manifold examples can be found in the links below.

Manifold wings of every colour stood out quivering from his body.

Manifold problems led to this project's failure.

"Manifold substantiations of a proof do not preclude an error having been made and overlooked," she said.

Manifold identities: studies on music and minorities.

Manifold learning algorithms attempt to do so under the constraint that the learned representation is low-dimensional.

The Manifold path is for all.

Manifold generations stand outside the races and generations that are considered by the dominant philosophy to have been saved.

Moreover, a strong apprehension was roused within him by the oddly manifold nature and veiled outcome of the journey.

Manifold functions of the Society are performed through five well-equipped Wings, viz.:

Manifold rupture imminent.

Manifold switch closed.

Manifold vacuum is caused by a different effect than venturi vacuum, which is present inside carburetors.

Wretched adherents of the Manifold spoor.

His manifold talents seemed matched by equally manifold flaws.

Manifold alignment can be used to find linear (feature-level) projections, or nonlinear (instance-level) embeddings.

Manifold alignment also facilitates transfer learning, in which knowledge of one domain is used to jump-start learning in correlated domains.

Manifold theory has come to focus exclusively on these intrinsic properties (or invariants), while largely ignoring the extrinsic properties of the ambient space.

The comprehensive and manifold art work by Otto Beckmann took place in the broad field between mystics and algorithms.

Manifold absolute pressure (MAP)

(5) "Manifold supranormal powers" (ex.

'Alien Crossfire' introduced an alien race called the Progenitors, who created Planet (which they call 'Manifold Six').

Manifold alignment assumes that disparate data sets produced by similar generating processes will share a similar underlying manifold representation.

Manifold alignment is suited to problems with several corpora that lie on a shared manifold, even when each corpus is of a different dimensionality.

These are of interest both in their own right, and to study the underlying manifold.

A. You talking about when we went in and bombed the manifolds?

Before the modern concept of a manifold there were several important results.

Let's return to the general case that is a compact manifold.

This is equivalent to saying the manifold must be of the form union a 2-handle.

"Is there no other way to see what's happening in that manifold?"

This is not to be confused with a closed manifold.

Both examples 1 and 2 are over a 1-dimensional manifold (time).

This larger manifold is called the phase space of the system.

The former is an issue of Flow distribution in manifolds.

All points in a connected manifold have the same dimension.

These manifolds are said to be "mirror" to one another.

However, a given frame field might very well be defined on only part of the manifold.

The points can be understood to form a space, and specifically, a manifold.

These mysteries are again, in their turn, numerous and manifold.

Its effect is to join two given manifolds together near a chosen point on each.

For example, the set of real numbers R is a smooth manifold.

The power and the glory of the king also increased manifold during this period.

Well, everything is more complicated now, in this manifold of realities.

The problem can always be solved on a Stein manifold.

See also the history of manifolds and varieties for context.

It is especially popular in the context of complex manifolds.

The truth is one, illusion manifold, and diversity makes a play.

But you'd have to put on a new manifold.

Consider a vector manifold as a special set of "points".