2.13. Statistical analysis

ML Miladys Limonta-Fernández
GC Glay Chinea-Santiago
AM Alejandro Miguel Martín-Dunn
DG Diamile Gonzalez-Roche
MB Monica Bequet-Romero
GM Gabriel Marquez-Perera
IG Isabel González-Moya
CC Camila Canaan-Haden-Ayala
AC Ania Cabrales-Rico
LE Luis Ariel Espinosa-Rodríguez
YR Yassel Ramos-Gómez
IA Ivan Andujar-Martínez
LG Luis Javier González-López
MI Mariela Perez de la Iglesia
JZ Jesus Zamora-Sanchez
OC Otto Cruz-Sui
GL Gilda Lemos-Pérez
GC Gleysin Cabrera-Herrera
JV Jorge Valdes-Hernández
EM Eduardo Martinez-Diaz
EP Eulogio Pimentel-Vazquez
MA Marta Ayala-Avila
GG Gerardo Guillén-Nieto
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Prism 8.4.3 software was used for statistical analysis. The normality of all datasets was assessed with the Shapiro-Wilk test. Normally distributed data were compared using the Student’s t-test for paired or unpaired samples, depending on experimental design. Non-normal data were compared with Mann-Whitney’s or Wilcoxon’s rank match-paired tests. Comparisons of more than two groups used Kruskal Wallis multiple analyses followed by Dunn’s post test. Spearman’s test was used to assess parameter correlations. Sigmoidal dose-response curves were transformed into a linear form using natural log transformation for dilutions and the function NORM.S.INV (Microsoft Excel) function for normalized OD450 nm data according to:

NORM.S.INV[(OD450nmSample-OD450nmMinimum)/(OD450nmMaximum-OD450nmMinimum)].

Paired comparison of slopes and X and Y intercepts, after adjusting data to a linear equation, indicated no significant differences between the results for each coating condition. Experimental designs included two replicates per sample and three independent experiments.

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