Sentence examples for exception of points from inspiring English sources

Exact(1)

The CSTR trajectory lies within the convex hull, and hence no extreme CSTR exists in this system (with the exception of points F and A of course).

Similar(59)

On the contrary, γFe2O3/DMSA NPs showed negative charge characteristics with the exception of point of zero charge when the pH value was 3 (Fig. 1).

Along the main horizontal vector of Tullianum a very similar behaviour is evidenced with the exception of point 7 that shows a slightly lower spread and higher median while on the minor vector temperature is almost constant but ranges slightly different.

Lacking in the post, the Rebels relied mostly on perimeter shooting that was streaky at best, with the exception of point guard Maya Okamoto, who hit a game-high five threes.

With the exception of point mutations, these lesions are rarely focal and often encompass many genes making the identification of the deregulated gene within the rearranged region problematic.

Memphis averages 75.3 points a game and beats S.L.U. in a number of statistical categories, with the exceptions of points allowed per game and turnovers.

And there is reason to think that this approach won't work in any case: some recent work suggests that there is some atomless measure for any point in the Cantor space, with the exception of those points falling in a poorly understood countable set known as NCR1 (Reimann and Slaman 2008).

(u(t)) is continuous on ([0, infty)), the derivative (u'(t)) exists at each point t in ([0, infty)), with the possible exception of the points (t=2n-1) for (n inmathbf{N}), where one-sided derivatives exist, (1) is satisfied on each interval ([2n-1,2n+1 [2n-1,2n+1nmathbfor}). [12].

A solution of (1) on ([0, infty)) is a function (u(t)) which satisfies the following conditions: (i) (u(t)) is continuous on ([0, infty)),   (ii) the derivative (u'(t)) exists at each point t in ([0, infty)), with the possible exception of the points (t=2n-1) for (n inmathbf{N}), where one-sided derivatives exist,   (iii) (1) is satisfied on each interval ([2n-1,2n+1 [2n-1,2n+1nmathbfor}).  .

The components x 1, x 2 : 0, ∞ → R are continuous for t ∈ 0, ∞ with the possible exception of the points t ∈ 0, ∞,   2.

( x 1 ′ ( t ), x 2 ′ ( t ) ) exists for every t ∈ 0, ∞ with the possible exception of the points t ∈ 0, ∞ where one-sided derivates exist,   4.

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