Firstly, associations of PWV and AIx@75 with baseline clinical risk factors were assessed using Pearson's correlation coefficient (r) or Spearman's rank correlation coefficient (rs) in case of dichotomous variables.
All ECC patients (FIGO Stage IB-IIA <4 cm tumor size) were treated with radical hysterectomy plus pelvic lymphadenectomy, while LACC patients (FIGO stage IB-IIA >4 cm tumor size, IIB-IVA) received concomitant chemoradiation (CT/RT) followed by RS in case of response, as previously reported [ 17- 19].
The results, obtained on the basis of the nominal stress method, show an almost independent behaviour on the load ratio R for the torsion loading and a significant effect of the load ratio R in case of bending loading.
It was not possible to set the same cost for all methods since the cost is more sensitive to R in case of NBP method.
Association between variables was tested by simple regression analysis and coefficient of determination (R) in case of non-linear correlation.
The results are very sensitive to the chosen number of block terms R both in case of a sinusoidal or a chirp-like ictal source.
K+ leakage for AMO in combination with M + R was 32.3 ppm, which increased to 41 ppm with M + R + Q in case of ATCC 43300.
Therefore, for fixed s ∈ ( d + 2, ∞ ), classical results (see [6]) say that for each m, there exist a maximal time T m ∗ ∈ ( 0, ∞ ] and a solution u m to the Euler equations (2) in C ( [ 0, T m ∗ ) ; C s ( R d ) ). In case of dimension 2, it is well-known that T m ∗ = ∞. That is, there is a global solution u m ∈ C ( [ 0, ∞ ) ; C s ( R 2 ) ).
In both the human and yeast genes, we found that protein connectivity is positively correlated with both these parameters (R = 0.791, P < 0.001) and (R = 0.901, P < 0.001), respectively, in case of humans and (R = 0.779, P < 0.001) and (R = 0.560, P < 0.001), respectively, in case of yeast.
In case of r a and r b are measured, the respective matrix can be inverted in (nearly) all cases since it is of the form (12) ∈; = ∗ 0 0 ∗.
These results indicate that the relationship between protein connectivity and gene duplicability is in the same direction as that of protein's centrality, that is, closeness and betweenness (R = 0.220, P < 0.001) and (R = 0.160, P < 0.001), respectively, in case of humans and (R = −0.118, P = 9 × 10−3, R = −0.183, P < 0.001), respectively, in case of yeast.
