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29 protocols using jmp genomics

1

Estimating Genetic Influence on Fetal Weight

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Genomic heritability represents the proportion of genetic variance explained by SNPs in the phenotypic variance. The estimated genetic influence on the traits was based on the SNP data matrix [35 (link)]. The measured SNP-level variation was used to estimate the genetic similarity between individuals, and this estimated genetic similarity was compared to phenotypic similarity to produce a heritability estimate. To estimate the heritability of the fetal weight, sex was included as fixed effect, the genetic similarity matrix between individuals was first computed as identity-by-descent of each pair for the k-matrix (SNPs) used as the random effect.
Fetal weight was analysed for an association with SNPs using a mixed-model analysis of variance in JMP Genomics (SAS Institute, Cary, NC, USA). Mixed-model analysis tests an association between traits and a single SNPs and simultaneously adjusts for population structure and family relatedness [13 (link)] which was considered here based on the genetic similarity matrix estimated as a k-matrix. This genome-wide relatedness was used as random effects. For control of population stratification, top principal components (PC) which explain variation of more than 1% were considered as covariates. In total, 18 PCs were included as covariates. Additionally, genotype and sex were used as fixed effects.
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2

Power Analysis for CRISPR Guide Design

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Power analysis was performed using the mixed model power expression utility in JMP Genomics (SAS Institute, Cary, NC, USA). We created a design file with duplicates of 10 guide RNAs and designated one guide as the causal variant. Additional random effect options for representing batch effects (distributing the guides across into two batches of 5) and clone effects (where the causal variant was represented by two different clones) allowed modeling of the impact of these additional sources of variance. We assessed power at α = 0.05, 0.01, and 0.001 for effect sizes of the causal variant in increments of 0.1 standard deviation units (sdu) between 0 and 2, assuming experiments with 2, 4, 8, or 16 replicates of each guide. Batch and clone effects were assumed to be 0.1 or 0.2 sdu. For additional analysis, three of the guides were assumed to affect gene expression, modeling the situation where multiple linked variants account for an eQTL effect.
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3

Epidemiology of Upper Gastrointestinal Bleeding

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Data was entered using EpiData computer software (version 3.1) and transferred to Stata (version 12) for analysis. Univariate analysis was performed to obtain summary statistics and the results are presented in tables using frequencies and percentages.
The prevalence of UGIB was calculated using number of patients who reported symptoms of UGIB divided by the total number of patients admitted to the gastrointestinal ward from September 10th, 2013 to April 8th, 2014, and expressed as a percentage. The case fatality rate among patients with UGIB was calculated by expressing the number of patients who died as a percentage of the total number of patients with UGIB studied. A p-value of ≤0.05 was considered statistically significant.
Survival analyses were performed using Jmp/Genomics (version 7.0) SAS Institute Inc. (NC, USA) and the nonparametric Kaplan-Meier method was performed to examine difference in survival among patients who died and who were discharged. Differences that might occur between gender, uremia levels, diagnosis and GCS were further analyzed by grouping patients. Statistical differences between the mean numbers of days survived for each group were evaluated by the non-parametric Wilcoxon test implemented in Jmp/Genomics.
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4

Comprehensive Transcriptome Analysis of Z. mobilis

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Fastq files of sRNA-Seq and RNA-seq were checked using FastQC program (http://www.bioinformatics.babraham.ac.uk/projects/fastqc/), data passing the quality control were imported into CLC Genomics Workbench, and the reads were trimmed for nucleotides with quality score less than 30. sRNA-Seq data (GSE57773) and three RNA-seq datasets of total RNA without rRNA depletion from previous studies and unpublished inhouse datasets were also used to map four extended CRISPR clusters using CLC Genomics Workbench. The mapped reads were then manually checked for potential crRNA processing, and figures for the coverage of mapped reads to these four clusters were then exported from CLC Genomics Workbench. In addition, RPKM values of 109 microarray and 75 RNA-Seq datasets from previous studies and unpublished inhouse datasets were composed and imported into JMP Genomics (SAS Inc., USA), which were then log2-transformed before statistical analysis as previously reported (30 (link),31 (link)) to compare the expression of genes encoding Cas proteins as well as the mean and median values of overall gene expressions in different conditions. The GEO accession numbers for sRNA study and transcriptomic studies in Z. mobilis that have been deposited into NCBI are GSE57773 (sRNA), GSE108890, GSE63540, GSE57553, GSE49620, GSE39558, GSE37848, GSE25443, GSE21165, GSE18106 and GSE10302.
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5

Statistical Analysis of NGS, qPCR, and FA Data

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For NGS data, statistical analysis was performed on all normalized, log2-transformed data using ANOVA with differences between the two diet treatment groups as part of the ANOVA analysis for RNA-Seq in JMP Genomics (SAS Institute, Inc., Cary, NC, USA). The significance threshold was based upon the default Multiple Testing Method, Benjamini-Hochberg’s FDR adjustment [40 (link)] and is set at 3.550 for the UQ scaling normalized data, and 3.430 for the TPM normalized data.
Statistical analysis of qPCR and FA data were done with GraphPad Prism version 7.00 for Windows (GraphPad Software, La Jolla, CA, USA, www.graphpad.com). Standard deviations of the mean were reported. Statistical significance was assessed with two-tailed Student’s t-test with p ≤ 0.05.
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6

Filtering Unique Vitiligo SNPs in SL Chickens

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JMP genomics (SAS Institute, Inc., Cary, NC) program was used for filtering unique SNPs for vitiligo SL chickens. SNPs occurring in both SL and BL lines were filtered out, leaving behind unique SNPs for each line. To identify highly fixed and homozygous SNPs, the SNPs were filtered based on SNP percentages (SNP%). SNPs with a SNP% of ≥75 (%) (for example, number of SNP = 3 of read depth = 4) were chosen. The 75% cutoff for SNP selection was set by considering potential sequencing errors that can be generated by the massively parallel sequencing method. Potential causal SL SNPs that induce non-synonymous changes in CDS regions were chosen for further analysis. Since the read depth of many SL SNPs was low, unique SNPs showing ≥10 read depths were considered as reliable SNPs. Reliable and causal SNPs, which were chosen by criteria described above were confirmed by double-checking the raw assembly data with alignment view to reduce false positives.
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7

Statistical Analysis of Microarray Data

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Data analysis using a student’s t test was performed using GraphPad Prism (GraphPad Software Inc., San Diego, CA). Microarray analysis preformed with JMP Genomics (SAS Institute, Cary, NC). Statistical significance was defined as p<0.05.
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8

Genome-Wide Association Study of Haematological Traits

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Haematological traits were analysed for an association with SNPs using a mixed-model analysis of variance in JMP Genomics (SAS Institute, Cary, NC, USA). Mixed-model analysis tests an association between traits and a single SNPs and simultaneously adjusts for population structure and family relatedness [13 (link)]. The genetic similarity matrix between individuals was first computed as identity by descent of each pair for the k-matrix. This genome wide relatedness and the slaughter day were used as random effects. For controlling of population stratification, the correlation-selected principal components analysis was used [14 (link), 15 (link)]. Significant correlations at a false discovery rate (FDR) of 5% were considered as covariates. Additionally, genotype and gender were used as fixed effects, age and carcass weight were considered as covariates. Significantly associated SNP markers were reported at a threshold of NegLog10 (p-value) > 5. In order to consider multiple testing issues, a false discovery rate (FDR) was estimated (FDR < 5% corresponding to NegLog10 (p-value) > 6).
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9

Genetic Variance Adjustment Protocol

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After quality control and filtering the expression data were further pre-processed to account for systemic effects. Mixed-model analyses of variance using JMP Genomics (SAS Institute) were used for adjustment. The genetic similarity matrix between individuals was computed as identity by descent of each pair for the k-matrix and used as a random effect. For control of population stratification, top principal components (PC) which explain variation of more than 1% were considered as covariates. In total 17 PCs were included as covariates. Gender was considered as a fixed effect, and carcass weight was used as a covariate. The residuals were retained for further analysis.
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10

Phenotypic Plasticity Analysis in Drought Stress

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Phenotypic data were subjected to an analysis of variance with the random effect of genotype and the fixed effect of drought treatment. The regression plots (Fig. 1) and correlation coefficient (Fig. 3) were obtained using JMP13 (SAS Institute, NJ). Cluster analysis was performed using a nonlinear mapping method to investigate the relationships among 198 accessions using the combination of quality traits in the field experiments. Correlation analysis was done between the traits evaluated using the JMP Genomics (SAS Institute, NJ).
To estimate phenotypic plasticity, a plasticity index was calculated according to Valladares et al., [43 ] as follow:
PI=MmaxMmin/Mmax
Where PI is plasticity index, Mmax is the highest value of the treatment average and Mmin is the lowest value of treatment average for a specific trait in the population.
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