Sentence examples for exist embedded from inspiring English sources

Exact(3)

Larger bodies dubbed ring moons, on the order of several kilometres in diameter, may exist embedded within the major rings, but only a few have been detected.

In this paper we develop a new approach for detecting if specific D-optimal designs exist embedded in Sylvester–Hadamard matrices.

In [15] Fall showed that, given a bounded domain of R 3 there exist embedded constant mean curvature (cmc) surfaces contained in Ω and whose boundary intersects ∂ Ω orthogonally.

Similar(57)

Lack of an onboard power supply means that the device can be quite small: commercially available products exist that can be embedded under the skin.

The existing site for ESPN 1050, the empire's local radio station, will be embedded in ESPNNewYork.com, the same setup that exists in Chicago, Dallas and Los Angeles.

This might be useful, for example, in newsreel photographs indeed, digital cameras now exist which embed such a watermark automatically.

The design of the distortion is essentially the only task left to the steganographer since efficient practical codes exist that embed near the payload-distortion bound.

By the Sobolev embedding inequality, one can see that there exists an embedding constant C 0 > 0 such that ∥ u m + s 2 ∥ 2 N N − 2 2 ≤ C 0 2 ∥ ∇ u m + s 2 ∥ 2 2. (12).

Then P has at least one fixed point in B. Proof By Theorem 3.3, there exists an embedding j : S → G. Let B be a nonempty, closed, bounded and convex subset of S. Since j is isometry, it follows that j ( B ) is also a closed and bounded subset of G.

If 0 < m < N − 2 N + 2, one can show that there exists an embedding constant C 00 > 0 such that ∥ u ∥ s + 1 m + s ≤ | Ω | 1 − ( s + 1 ) ( N + 2 ) N ( m + s ) ∥ u ∥ N ( m + s ) N − 2 m + s ≤ C 00 2 | Ω | 1 − ( s + 1 ) ( N + 2 ) N ( m + s ) ∥ ∇ u m + s 2 ∥ 2 2. by multiplying both sides of (1) by u s ( s > N ( 1 − m ) 2 − 1 ) and integrating the result over Ω, and the Sobolev embedding inequality.

To establish this, we have to show that, if 𝒞(N1) is interval-realizable with respect to π, then there exists an embedding τ1 of ℱ(N1) such that π is a non-interleaving order w.r.t.

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