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Table 4 Calculation of the index of adaptedness of race horses to physical loads

From: A quantitative method for estimating the adaptedness in a physiological study

Parameter Group 1 Group 2
S \( \frac{\mid {K}^{{\prime\prime} }-{K}^{\prime}\mid }{K^{\prime }} \) \( \frac{\mid {K}^{{\prime\prime\prime} }-{K}^{\prime}\mid }{\mid {K}^{{\prime\prime\prime} }-{K}^{{\prime\prime}}\mid } \) S \( \frac{\mid {K}^{{\prime\prime} }-{K}^{\prime}\mid }{K^{\prime }} \) \( \frac{\mid {K}^{{\prime\prime\prime} }-{K}^{\prime}\mid }{\mid {K}^{{\prime\prime\prime} }-{K}^{{\prime\prime}}\mid } \)
P95 0.963 + 0.048 − 0.385 0.967 + 0.009 − 0.625
P50 0.971 + 0.088 −0.667 0.970 + 0.018 −0.400
Hemoglobin 0.988 + 0.024 −0 0.987 + 0.059 −0.286
Heart rate 0.960 + 2.059 −0.027 0.925 + 2.040 −0.030
Lactate 0.424 −0.106 −0.128 0.493 −0.565 − 0.185
Blood reserve alkalinity 0.965 −0 −1.000 0.954 −0.095 −0.286
\( A=\sum S\left(\left(\pm \right)\frac{\mid {K}^{{\prime\prime} }-{K}^{\hbox{'}}\mid }{K^{\hbox{'}}}-\frac{\mid K\hbox{'}\hbox{'}\hbox{'}-{K}^{\hbox{'}}\mid }{\mid {K}^{\hbox{'}\hbox{'}\hbox{'}}-{K}^{{\prime\prime}}\mid}\right) \)   −0.094   −0.346
Adaptive rank   1   2