Table 10.
PLSR equations for all analytes respectively with ΔCK-MB, ΔIMA, ΔcTn I, and Δα-HBDH.
| Dependent variables | Groups | PLSR equations |
|---|---|---|
| GHI-L | Y = −1.36649X1 + 2.420342X2 − 0.1390197X3 − 3.597929X4 + 0.4765264X5 + 2.2475471X6 − 1.347652X7 + 0.6581857X8 | |
| ΔCK-MB | GHI-M | Y = −0.7705629X1 − 0.0237398X2 − 0.1541825X 3 − 1.022269X4 − 0.0849163X5 + 0.6763485X6 + 0.2053435X7 + 0.3452763X8 |
| GHI-H | Y = 0.2855634X1 − 0.1449057X2 − 0.2111469X3 − 1.850764X4 − 0.3616633X5 + 0.9251882X6 + 0.0224434X7 + 0.5270877X8 | |
| GHI-L | Y = −0.6954968X1 − 0.3810411X2 − 0.9159328X3 − 0.2133788X 4 + 0.3320674X 5 + 0.7109738X 6 + 0.089624X7 + 0.4898437X8 | |
| ΔIMA | GHI-M | Y = −0.7402096X1 + 0.0381992X2 − 0.4412489X3 − 1.018898X4 + 0.0597021X5 + 0.6760102X6 + 0.3246165X7 + 0.4088811X8 |
| GHI-H | Y = −1.176141X1 − 0.3651575X 2 + 0.4547408X3 − 1.68081X4 + 0.2217712X5 + 0.9449685X6 + 0.2036869X7 + 0.679628X8 | |
| GHI-L | Y = −2.603504X1 + 1.548511X2 − 0.2964474X3 − 2.511441X4 − 0.2679573X5 + 3.7428298X6 + 0.6550613X7 − 0.7299335X8 | |
| ΔcTn I | GHI-M | Y = −0.7136006X1 − 0.1127803X2 − 0.5595503X 3 − 0.9280757X 4 + 0.0124179X 5 + 0.7685454X 6 + 0.321465X7 + 0.44222X8 |
| GHI-H | Y = −1.660466X1 + 0.0560317X 2 + 0.1925077X3 − 1.501105X4 + 0.4283781X5 + 0.9009857X6 + 0.1821965X7 + 0.6318244X8 | |
| GHI-L | Y = −0.9408289X 1 − 0.879114X 2 − 1.268848X3 − 0.1344323X 4 + 0.578991X5 + 1.0949033X6 + 0.1299974X7 + 0.8911269X8 | |
| Δα-HBDH | GHI-M | Y = −0.7603841X1 − 0.0563754X2 − 0.8696728X 3 − 0.8624248X 4 + 0.1017748X 5 + 0.8386844X 6 + 0.422355X7 + 0.5269656X8 |
| GHI-H | Y = −2.673813X1 − 0.8999723X2 + 0.5539879X3 − 0.6081021X4 + 0.3924785X5 + 1.0899045X6 + 0.4757133X7 + 1.0647134X8 |