Sentence examples for set of projectors from inspiring English sources

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Algorithms represented by this model consist of a set of unitary operators acting over a finite Hilbert space, and a final measurement step consisting of a set of projectors.

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Could we also realize a (VC1) experiment, i.e. measure a set of commuting projectors projecting on eigenstates of one maximal observable?

The newest version [JP] uses a set of 24 projectors, lenses, translucent half mirrors to superimpose 3D images on an object in the real-world.

The MHI defines a context as a complete set of orthogonal projectors, such that ∑i ∏i = I and ∏i∏j = δij∏i, where I is the identity operator in H ⊗ H. Since each context generates a Boolean structure, the state of the system defines a Kolmogorovian probability function on each individual context (Lombardi and Castagnino 2008).

The family of all Boolean σ-algebras forms a category, with the sets of the projectors of each σ-algebra as objects.

The set uses a bank of projectors, motion-capture cameras and computers to fashion the images.

For Luminous Field, the duo set up a series of projectors that bounce the choreographed light sequences off of Cloud Gate to create a type of futuristic dance floor.

The latest from Sanyo does, however, sport the dual-lamp goodness and features the standard set of large venue projector features: 5,000 ANSI lumens, 1,100 contrast ratio, 1024 x 768 resolution, and because of the dual lamps, up to 6,000 hours of lamp life.

The company launched the Moto Z back in July, alongside four magnetic backings — a projector, a set of JBL speakers, a battery pack and protective casing.

Since the set of events corresponding to all projector operators on a given Hilbert space does not have a Boolean structure, the Born probability (which is defined over these projectors) does not satisfy the definition of probability of Kolmogorov (which applies to a Boolean algebra of events).

Recall the fact that each x i p x i p H defines a Hermitian rank-one projector, the set of which identifies the (m − 1)- dimensional complex projective space C P m − 1, i.e. C P m − 1 = P ∈ C m × m P H = P, P 2 = P, tr ( P ) = 1.

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