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Statistica

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Statistica is a comprehensive data analysis and visualization software suite. It provides a wide range of statistical and analytical tools for researchers, scientists, and professionals across various industries. The core function of Statistica is to enable users to efficiently manage, analyze, and interpret complex data sets, supporting informed decision-making processes.

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1 482 protocols using statistica

1

Heart Rate Variability Analysis in T2D

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Analyzed EKG data were inputted into STATISTICA (StatSoft Inc., Tulsa, OK) for analysis. The mean values for each parameter were calculated for each epoch and the mean and standard deviation were analysed. In view of the small sample size, each variable was analyzed using the nonparametric Wilcoxon matched-pairs signed rank test, comparing JD7 and Post-JD to BL values. In order to ascertain the effect size of the JD on T2D, we computed the nonparametric common language effect size (CLES) for significant variables. The value represents the probability that a value chosen randomly from JD7 will differ from a value chosen randomly from BL [28 (link), 29 (link)]. We performed a post hoc sample size calculation using the primary endpoint of SDNN and using a 30% change this endpoint, with the probability of a type 1 error (α = 0.05) and type 2 error (β = 0.05); the required sample size of n = 7 would be needed to yield a power of 0.95. STATISTICAl analyses were performed using STATISTICA (StatSoft Inc., Tulsa, OK). A p value of < 0.001 was considered STATISTICAlly significant. Data are median and interquartile range (Q1 and Q3), when appropriate data is expressed as mean ± SD as denoted in the text and legends.
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2

Analyzing EKG Data Using STATISTICA

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Analyzed EKG data were inputted into STATISTICA (StatSoft Inc., Tulsa, OK) for analysis. Mean values of each parameter along with standard deviation of the mean for each epoch. Continuous variables were evaluated by analysis of variance for repeated measures. For variables with significant differences, post hoc analysis was done using Tukey HSD for equal or unequal sample size. Comparisons of discrete variables were evaluated by Fisher's exact test. STATISTICAl analyses were performed using STATISTICA (StatSoft Inc., Tulsa, OK). A p value of < 0.01 was considered STATISTICAlly significant. Data are MEAN ± SEM.
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3

Ankle Joint Muscle Force Clustering

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In the next step, the k-means clustering method was applied, using Statistica (StatSoft, PL), in order to find identify the groups of in terms of the ordering the order of appearance of maximum peaks of muscle force acting on the ankle joint during gait cycle the k-mean clustering method was applied. To do this, Statistica (StatSoft, PL) was used. The procedure follows provides a way to classify a given data set through a certain number of clusters. The number of clusters (two) was chosen automatically by the software. The main idea is to define k-centroids (one for each cluster) in such a way that the centroids are placed as far from each other where the Euclidean distances between objects were calculated. The next step is to take each point belonging to a given data set and associate it to the nearest centroid. The program moves objects between those clusters with the goal to minimize variability within clusters and maximize variability between clusters. In the last step, the Shapiro-Wilk test was applied to assess normal data distribution in all muscles the four groups analyzed: i.e. during isometric and dynamic conditions and in the two clusters (Table 1). The nNon-parametric Kruskal-Wallis TestFriedman-test was used in order to detect differences between all 3 groups. A significant Pp-value was set at 0.05 for all analysis.
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Statistical Analysis of Body Weight and Milk Yield

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The body weight and milk yield data were analyzed using the two-way repeated-measures analysis of variance (ANOVA, Statistica; StatSoft, Inc., Tulsa, OK, USA). The within-subjects factor was time and the between-subjects factor was treatment.
After the ANOVA, the Tukey post-hoc test was performed, when appropriate. The Kruskal–Wallis test followed by multiple comparisons of average ranks (Statistica; StatSoft, Inc., Tulsa, OK, USA) was used to determine the significance of the differences in milk yield and chemical compositions among the groups. Differences were considered significant at p < 0.05 with tendencies discussed at p ≤ 0.05 ≤ p ≤ 0.01. All data are expressed as means ± SEM. In the tables, differences, between groups are indicated using letters a,b for p ≤ 0.05 A,B for p ≤ 0.01.
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5

Oyster Freshness Evaluation

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Before analyses, geometric means of all data were normalized using log or square root transformation methods (as appropriate) to reduce numerical variability in the dataset. A two-way between groups, analysis of variance (ANOVA) was used to evaluate the role of storage temperatures and time (days) on microbiological counts in oyster samples (p < 0.05). Pearson correlation was used to evaluate the data from sensory experiments. Panelist marks on the scales were translated as percent of full scale (0–100, with 100 indicating the highest level of freshness) and analyzed using one-way ANOVA, Tukey HSD all-pair-wise comparisons test and Pearson correlation (p < 0.05). All Statistical analyses were done using Statistica® (StatSoft, Inc., OK, USA. Statistica data analysis software system, version 9.0. www.statsoft.com).
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6

Behavioral, Neurochemical, and Spectroscopic Analysis

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The body weight, motor performance and TH expression were compared by Student's t-test. For the CPP data, differences between pretest and test values for the drug-paired compartment were analyzed by Student's t-test for independent samples. Significance was considered at p < 0.05 level. Next, results of CPP for each tested drug were compared by a two-way ANOVA (group and drug treatments). The total number of TH immunoreactive cells were compared by a one-way ANOVA (group), followed by a post-hoc Student-Newmane-Keuls test if ANOVA was significant (p < 0.05). Analyses were made with Statistica software (StatSoft France, Maisons-Alfort).
For in vivo proton magnetic resonance spectroscopy, the size of the samples (n) indicated in the figures refers to number of rats. Data are expressed as mean ± SEM. Statistical analysis was performed in Statistica (version 7.1; Stat Soft, Maisons-Alfort, France) using the Student t-test. The p value for significance was set at 0.05.
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7

Ecosystem Evapotranspiration and Carbon Exchange

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If not indicated otherwise, all results are presented as mean values with SE (n = 3 – 4). In the case of diurnal cycles, all values of one treatment were integrated into a mean value that was conducted within one measurement point of roughly 1.5 h. In the case daytime sums are presented, these were estimated for each plot replicate and then averaged.
Mann-Whitney U-tests were used to examine significant site-specific differences at each measurement day regarding PPFD, soil moisture, soil temperature, understory evapotranspiration, and net carbon exchange (and their components), conductance and oxygen isotope compositions within the ecosystem. Spearman Rank order correlations were used relating ecosystem ET and NEE components and environmental factors. Non-linear regressions were performed to relate rainfall amount with infiltration difference between vegetation and bare soil plots and relating volumetric soil water content with difference in iWUE on understory level and iWUE of understory plants. Statistical analyses were carried out with Statistica (Statistica 6.0, StatSoft, Inc., Tulsa, USA).
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8

Soil Respiration and Carbon Fluxes

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The C-CO 2 flux results are presented as means ± SE. We defined the proportion of soil respiration (F S ) in the total ecosystem respiration (R E ) as a percentage F S /R E and the proportion of heterotrophic respiration (F H ) in total soil respiration as a percentage F H /F S . Data were tested for normality and homogeneity of variance using the Chi-Square test and Levene's test in Statistica (v.8.0.550.0, StatSoft, Inc) . Differences of means between the two [ IKKONEN E., GARCÍA-CALDERÓN N. E., STEPHAN-OTTO E., FUENTES-ROMERO E., IBÁÑEZ-HUERTA A. & KRASILNIKOV P. ] studied sites were tested with one-way ANOVA followed the least significance difference (LSD) test. The correlation coefficients were calculated to examine the relationships between R E , F S , F H , F S /R E , F H /F S , soil temperature, soil water content, water table depth and shoot biomass. The Statistical significance was judged at the 5% probability level and the Statistical analyses were performed using Statistica (v.8.0.550.0, StatSoft, Inc) . The sensitivities of CO 2 fluxes to variations in soil temperature were calculated in the form of Q 10 values according to Meyer et al. (2018) . Annual cumulative C-CO 2 fluxes were defined using mean flux values for the measuring period.
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9

Multivariate Analysis of Bone and Cartilage

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Multivariate analysis of variance (ANOVA) with Fisher’s Least Significant Difference (LSD) post-hoc was performed on all parametric morphological bone and histological data using STATISTICA software (StatSoft, Tulsa, OK). The percentage of cells responding with [Ca2+]i transients and the number of chondrocytes positive for pSmad2/3 was STATISTICAlly analyzed using χ2 test. ANOVA with Fisher’s LSD was performed on the [Ca2+]i transient data using STATISTICA software (StatSoft, Tulsa, OK). A significance level of P<0.05 was used for all STATISTICAl analyses.
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10

Lymphocyte Subpopulations in Pigs

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Changes in the percentage of CD4+8, CD48+ and CD4+8+ subpopulations in the peripheral blood of pigs were expressed as mean values (±) and standard deviation (SD) for each group in every week of the experiment. Data were analyzed in the Statistica application (StatSoft Inc., St. Tulsa, OK, USA). In view of the administered doses of ZEN and DON and the period of administration, mean values were compared by one-way ANOVA with non-repeated measures. The equality of variances between groups, a mandatory procedure in ANOVA, was checked by the Brown–Forsythe test. Differences between groups were determined by Tukey’s honest significant difference (HSD) test at p ≤ 0.05 and p ≤ 0.01.
The presence of linear relationships between the animals’ age and the size of lymphocyte subpopulations was determined by calculating Pearson’s correlation coefficient. Data were analyzed in the Statistica application (StatSoft Inc.). The results were regarded as Statistically significant at p ≤ 0.05.
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