Function name

Equation

Reference

Absolute maximum error, $ma{x}_{error}\%$

$ma{x}_{error}\%=\left(max\left({}_{i=1}{}^{i=n}\left(\left|T_{i,exp}-T_{i,pred}\right|\right)/T_{max,exp}\right)\right)\ast 100$

Absolute maximum deviation, $A{D}_{Tmax}\%$

$A{D}_{Tmax}\%=\left(\left|T_{max,exp}-T_{max,pred}\right|/T_{max,exp}\right)\ast 100$

Relative error percent ( $Er\%$ )

$E{r}_i\%={\left(\frac{x_{exp}-x_{pred}}{x_{exp}}\right)}_i\times 100$

[69]

Average relative error percent ( $E{r}_{av}\%$ ),

$E{r}_{av}\%=\frac{1}{n}{\displaystyle \sum _{i=1}^{n}E{r}_i\%}$

[69]

Average absolute relative error percent ( $E{r}_{a,av}\%$ ),

$E{r}_{a,av}\%=\frac{1}{n}{\displaystyle \sum _{i=1}^n\left|E{r}_i\%\right|}$

[24] [43] [69]

Minimum absolute relative error percent ( $E{r}_{a,min}\%$ ),

$E{r}_{a,min}\%=\begin{array}{c}n\\ i=1\end{array}min\left|E{r}_i\%\right|$

[69]