Sentence examples for as a continuous projection from inspiring English sources

You can only imagine what the video installation "From the East: Bordering on Fiction" (1995) would be like as a continuous projection.

In our case, a gesture is not interpreted a succession of states, but as a continuous projection of spatiotemporal reference keys.

L x ≠ λ N x for each ( x, λ ) ∈ [ ( dom L ∖ Ker L ) ∩ ∂ Ω ] × ( 0, 1 ) ; N x ∉ Im L for each x ∈ Ker L ∩ ∂ Ω ; deg ( J N L Q N | Ker L, Ω ∩ Ker L, 0 ) ≠ 0, where Q Z → Z Z is a continuous projection as above with Im L = Ker Q and J N L : Im Q → Ker L is any isomorphism.

(Lx neqlambda Nx) for each ((x,lambda) in [ operatorname{dom}Lsetminusker L) cap partialOmega ]times (0,1)); (Nx notinoperatorname{Im} L) for each (x inker L cappartialOmega); (deg(JQN|_{ker L}, Omegacapker L, 0 neq0), where (Q:Zto Z) is a continuous projection as above with (operatorname{Im}L= ker Q) and (J operatorname{Im}Qto ker L) is any isomorphism.

L x ≠ λ N x for each ( x, λ ) ∈ [ ( dom L ∖ ker L ) ∩ ∂ Ω ] × ( 0, 1 ) ; N x ∉ Im L for each x ∈ ker L ∩ ∂ Ω ; deg ( J Q N | ker L, Ω ∩ ker L, 0 ) ≠ 0, where Q Z → Z Z is a continuous projection as above with Im L = ker Q and J : Im Q → ker L is any isomorphism.

Suppose that the following conditions are satisfied: (1) L x ≠ λ N x for each ( x, λ ) ∈ [ ( dom L ∖ ker L ) ∩ ∂ Ω ] × ( 0, 1 ) ;   (2) N x ∉ Im L for each x ∈ ker L ∩ ∂ Ω ;   (3) deg ( J Q N | ker L, Ω ∩ ker L, 0 ) ≠ 0, where Q Z → Z Z is a continuous projection as above with Im L = ker Q and J : Im Q → ker L is any isomorphism.  .

In this paper, a continuous projection method is designed and analyzed.

We know (P_{c}) is a continuous projection and can be commuted with A and is not self-adjoint.

It is shown that J h Ω has a local first-order approximation property and is a linear and continuous projection onto S 1 (T h Ω ).

Briefly, at thoracic level, this projection is organized as a continuous bundle of thin neurites and punctuate deposits extending laterally in-between the central canal and the lateral most part of the gray matter, where it spreads in a fan-like fashion around presumptive preganglionic neurons.

The continuous projection method consists of a set of partial differential equations which can be regarded as an approximation of the Navier Stokes (N S) equations in each time interval of a given time discretization.