Sentence examples for case of appendix from inspiring English sources

Exact(1)

(a) When β = + ∞, we are in the Hebbian linear case of Appendix B.2.

Similar(59)

High ozone levels were associated with an increased number of hospitalizations for appendicitis and were even more strongly associated with cases of burst appendix.

In this report, we present a case of a horseshoe appendix.

In this report, we present a case of a horseshoe appendix that was incidentally found during resection of an adenoma in the ascending colon.

An aspect which is briefly touched upon in the case of Mr. A. (Appendix 3).

CCC is sometimes life threatening, as in the case of patient 4 (Appendix Table), who had a very poor cardiac prognosis for a 38-year-old man.

For WTR, by replacing equation (6) with equation (30.11) from ref. 54, the average error is approximately a factor of 2. For the GRT, comparison of recession timescales for 1D and radial flow cases (for example, appendix A of ref. 46) indicates a similar level of uncertainty due to non-uniform flow as for the WTR.

Victor et al., at Edendale Hospital, found perforation of appendix cases to be 57% (114/200), of which 19% (38/200) were referred from the surrounding primary healthcare clinics and 2.5% (5/200) were referred from local general practitioners[13]; referrals from the four rural referral hospitals constituted 35% (70/200) of admissions.

The "three variances equal" case in Eq. (A.22) and "two variances equal" case in Eq. (A.23) of Appendix A are true when either all three or just two out of three eigenvalues are equal, respectively.

We herein describe the first case of bleeding from the appendix, which was successively controlled by a therapeutic barium enema administered into the appendix.

It turns out that the covariance matrix corresponding to the "no equal variances" case in Eq. (A.24) of Appendix A is a general expression that is always true and is equivalent to setting the three rotation axes and corresponding angular variances equal to the eigenvectors and corresponding eigenvalues, respectively, of the symmetric positive semi-definite matrix ACaAT in Eq. (35).

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