Sentence examples for leading terms from inspiring English sources

Both leading terms are independent of the strength of anisotropy.

Therefore the leading terms of truncation error can be eliminated, we can get the following theorem.

A few leading terms in the asymptotic expansion are sufficient to provide accurate results.

For the first two leading terms it was proved by Bismut Vasserot.

We characterize polynomials p having leading terms over C2 in a generalized sense.

By now substituting the μ k expansion (40) and retaining the leading terms, we obtain Eq. (41).

We will see that this is not true in degrees higher than 4. Again we compare the successive leading terms: First leading term.

end{aligned} Second leading term.

end{aligned} Third leading term.

We decompose the resulting linear map into a high-frequency leading term and a lower-order (smoother) remainder and show that the spectral analysis of the leading term may be described in terms of ray geometry.

From the mathematical point of view, one would expect the integral term in the equation above is dominated by the leading term − λ ∇ u.