Sentence examples for bounded by a large from inspiring English sources

Without channel estimation, the norm of Δe would be bounded by a large value δ.

The highway passes a few commercial businesses on the outskirts of the village, and upon crossing CR 79, the route re-enters rural Madison Township, bounded by a large pond and trees to the west and some homes to the east.

In other words, the networks at adjacent time points, 𝒢(t ) and 𝒢(t +1) are very similar, i.e. |ℰ(t )∩ℰ(t +1)|/|ℰ(t )| is lower bounded by a large constant Cℰ (here, we used |·| to denote the cardinality of a set).

Therefore, is bounded by a constant for sufficiently large.

The center of the caldera is embossed with a large east-sloping plateau bounded by a circular ridge 2.8 km in diameter that ranges from <50 m above the caldera floor in the east to 250 m above the caldera floor in the west (Schwarz-Schampera et al., 2007).

For μ > 0 suitably large and a17 x1) lower bounded by a positive number, then the system has no equilibria.

This lateral supraepicondylar groove is bounded by a raised rim (almost as distinctive as the lateral epicondyle rim) that is marked proximally by a large tubercle.

One edge is bounded by a native hedge.

Indeed, it is well known that univariate polynomials of degree at most (n) bounded by 1 on ([-1,1]) are also bounded by an absolute constant on the larger interval ([-1-1/n^2,1+1/n^2]), this easily follows, for instance, from the classical Remez inequality.

in the nonsymmetric ((varepsilon =+1)) PIFE case, (sigma^{0}_{e}>0) for all e; in the symmetric ((varepsilon =-1)) or incomplete ((varepsilon =0)) PIFE case, (beta_{0}geq1) and (sigma^{0}_{e}) is bounded below by a large constant for all e.

Assume that (I) or (II) holds true: (I) in the nonsymmetric ((varepsilon =+1)) PIFE case, (sigma^{0}_{e}>0) for all e;   (II) in the symmetric ((varepsilon =-1)) or incomplete ((varepsilon =0)) PIFE case, (beta_{0}geq1) and (sigma^{0}_{e}) is bounded below by a large constant for all e.   Then the PIFE solution of the discrete problem (4.4) exists and is unique.