1 Load & Process data

savepath <- '../../Analysis/ROI_estimates/'
behavpath <- '../../Data/Behavioral/summary/'
## Load data from csv
### Activation estimates
actdata<-read.csv(paste0(savepath,'cons_ashs_ItemSourceDM_rf_new.csv')) # created with output_roi_cons script in Matlab
### ROI metadata
roidata<-read.csv('../../Analysis/ROI_estimates/roi_info.csv') # contains various labeling schemes for ROIs
actdata <- merge(actdata,roidata,by="roi_file")
rm(roidata)
### Clean up data
# first deal with s21, who had to have EmoK subbed in for EmoM (no EmoM trials)
actdata <- unique(actdata) # remove doubled-up EmoK
tmp <-subset(actdata,subject=="s21" & contrast=="EmoK") # get the EmoK for relabel -> these trial types get averaged anyway
tmp$contrast <- "EmoM"
actdata <- rbind(actdata,tmp) # pull back into main dataframe
### Define new variables
actdata$Emotion <- factor(sapply(actdata$contrast,simplify=TRUE,
                                 function(x) ifelse(grepl('Emo',x),'Emo',
                                                    ifelse(grepl('Neu',x),'Neu',NA))))
actdata <- subset(actdata,!is.na(actdata$Emotion)) # get rid of all other contrasts
actdata$RecMem <- factor(sapply(actdata$contrast,simplify=TRUE,
                                      function(x) ifelse(grepl('R',x),'Rec',
                                                         ifelse(grepl('K',x),'Non-Rec',
                                                                ifelse(grepl('M',x),'Non-Rec',NA)))),
                               levels=c("Rec","Non-Rec"))
actdata$SourceMem <- factor(sapply(actdata$contrast,simplify=TRUE,
                                   function(x) ifelse(grepl('SC',x),'Corr',
                                                      ifelse(grepl('SI',x),'Incorr',NA))))
actdata$BothMem <- factor(ifelse(actdata$RecMem=="Rec" & actdata$SourceMem=="Corr","R+S",
                                 ifelse(actdata$RecMem=="Rec" & actdata$SourceMem=="Incorr","R-S",
                                        ifelse(actdata$RecMem=="Non-Rec","NR",NA))),
                          levels=c("R+S","R-S","NR"))
str(actdata)
'data.frame':   4928 obs. of  15 variables:
 $ roi_file     : Factor w/ 28 levels "AMY_L","AMY_R",..: 1 1 1 1 1 1 1 1 1 1 ...
 $ subject      : Factor w/ 22 levels "s04","s05","s06",..: 1 1 1 1 1 1 1 1 2 2 ...
 $ contrast     : Factor w/ 9 levels "ALL","EmoK","EmoM",..: 4 5 2 3 8 9 6 7 4 5 ...
 $ activity     : num  1.582 0.652 1.389 1.901 0.687 ...
 $ numvox       : int  520 520 520 520 520 520 520 520 517 517 ...
 $ Region       : Factor w/ 12 levels "Amyg","BasolatAmyg",..: 1 1 1 1 1 1 1 1 1 1 ...
 $ Hemisphere   : Factor w/ 2 levels "L","R": 1 1 1 1 1 1 1 1 1 1 ...
 $ MainRegion   : Factor w/ 3 levels "Amyg","CorticalMTL",..: NA NA NA NA NA NA NA NA NA NA ...
 $ AP           : Factor w/ 3 levels "body","head",..: NA NA NA NA NA NA NA NA NA NA ...
 $ full_filename: Factor w/ 40 levels "rseg_AMY_L.nii",..: 1 1 1 1 1 1 1 1 1 1 ...
 $ RegionAP     : Factor w/ 21 levels "Amyg","BasolatAmyg",..: 1 1 1 1 1 1 1 1 1 1 ...
 $ Emotion      : Factor w/ 2 levels "Emo","Neu": 1 1 1 1 2 2 2 2 1 1 ...
 $ RecMem       : Factor w/ 2 levels "Rec","Non-Rec": 1 1 2 2 1 1 2 2 1 1 ...
 $ SourceMem    : Factor w/ 2 levels "Corr","Incorr": 1 2 NA NA 1 2 NA NA 1 2 ...
 $ BothMem      : Factor w/ 3 levels "R+S","R-S","NR": 1 2 3 3 1 2 3 3 1 2 ...
kable(table(actdata$BothMem,actdata$subject))

s04 s05 s06 s07 s08 s09 s10 s11 s13 s14 s16 s17 s18 s19 s20 s21 s22 s23 s25 s26 s27 s28
R+S 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56
R-S 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56 56
NR 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112 112

## Create dataframe with 'baseline-corrected' scores, i.e., recollection trial types minus non-recollection
nrbaseline <-
  group_by(actdata,subject,Emotion,roi_file) %>%
  summarize(nr.baseline = mean(activity[RecMem=="Non-Rec"],na.rm=TRUE)) # average over Fam & Miss
actdata.rec <-
  filter(actdata,RecMem=="Rec") %>%
  left_join(nrbaseline)  %>%
  mutate(activity = activity - nr.baseline) # values in actdata.rec are now recollection-related activity
Joining, by = c("roi_file", "subject", "Emotion")
  
## Clean up and save
save(actdata,file=paste0(savepath,'MemoHR_AnatROI_Data_ItemSource.Rdata'))

1.1 Report number of voxels in each ROI

vox <- group_by(actdata,RegionAP) %>%
  summarize(meanvox=mean(numvox),
            minvox=min(numvox),
            maxvox=max(numvox))
kable(vox)
RegionAP meanvox minvox maxvox
Amyg 558.7 397 726
BasolatAmyg 312.5 210 492
CA1.body 194.6 166 237
CA23DG.body 140.3 91 202
CentralAmyg 38.3 13 68
CorticalAmyg 116.5 46 179
MedialAmyg 91.4 51 151
PHC 429.2 271 619
PRC 465.7 247 846
subiculum.body 43.7 29 61
wholeHipp 843.0 600 1071
wholeHipp.body 378.6 312 478
wholeHipp.head 425.9 229 683
wholeHipp.tail 38.6 0 91

2 Plots

2.1 Calculate summary values first

summarydata.all <- group_by(actdata,subject,Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(activity=mean(activity)) # This part averages across hemispheres, and fam/miss are averaged into non-rec
meandata.all <- group_by(summarydata.all,Region,RegionAP,MainRegion,AP,Emotion) %>%
  group_by(Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(meanval=mean(activity,na.rm=TRUE),sdval=sd(activity,na.rm=TRUE),
            sem=sdval/sqrt(length(activity)),
            semmin=meanval-sem,
            semmax=meanval+sem,
            nsubj=length(activity))
meandata.all$EmoMem <- interaction(meandata.all$RecMem,meandata.all$Emotion)
meandata.all$MemMem <- interaction(meandata.all$RecMem,meandata.all$SourceMem)
meandata.all$MemMem <- factor(meandata.all$MemMem,levels=c("Rec.Corr","Rec.Incorr","Non-Rec"))
meandata.all$MemMem[is.na(meandata.all$MemMem)] <- "Non-Rec"
summarydata.rec <- group_by(actdata.rec,subject,Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(activity=mean(activity))  # This part averages across hemispheres
meandata.rec <- group_by(summarydata.rec,Region,RegionAP,MainRegion,AP,Emotion) %>%
  group_by(Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(meanval=mean(activity,na.rm=TRUE),sdval=sd(activity,na.rm=TRUE),
            sem=sdval/sqrt(length(activity)),
            semmin=meanval-sem,
            semmax=meanval+sem,
            nsubj=length(activity))
meandata.rec$EmoMem <- interaction(meandata.rec$RecMem,meandata.rec$Emotion)
meandata.rec$MemMem <- interaction(meandata.rec$RecMem,meandata.rec$SourceMem)
meandata.rec$MemMem <- factor(meandata.rec$MemMem,levels=c("Rec.Corr","Rec.Incorr","Non-Rec"))
meandata.rec$MemMem[is.na(meandata.rec$MemMem)] <- "Non-Rec"

2.2 Plots with all bars

2.2.1 Main regions

# All regions
plotcolors <- c('#d01c8b','#f1b6da',"gray70",'#4dac26','#b8e186',"gray70")
meandata.all %>%
  filter(RegionAP=="Amyg" | RegionAP=="wholeHipp") %>%
  ungroup() %>%
  mutate(RegionAP = factor(RegionAP,levels=c("Amyg","wholeHipp")),
         RegionLabel = factor(ifelse(RegionAP=="wholeHipp","Hipp","Amyg"),
                              levels=c("Amyg","Hipp")),
         MemoryCond = factor(ifelse(MemMem=="Rec.Corr","Rec + Src",ifelse(MemMem=="Rec.Incorr","Rec - Src","Non-Rec")),
                             levels=c("Rec + Src","Rec - Src","Non-Rec")),
         EmoMem = interaction(MemoryCond,Emotion)) %>%
  ggplot(.,aes(x=MemoryCond,y=meanval)) + geom_bar(stat="identity",position="dodge",aes(fill=EmoMem)) +
  geom_errorbar(aes(ymin=meanval-sem,ymax=meanval+sem,width=.25)) + theme_minimal(18) +
  theme(axis.title.x=element_blank()) + facet_grid(.~RegionLabel+Emotion) +
  xlab("Mean activity (au)") + scale_fill_manual(values=plotcolors) +  guides(color=FALSE, fill=FALSE) + 
  theme(axis.text.x = element_text(angle = 30, hjust = 1))

meandata.all %>%
  filter(RegionAP=="PHC" | RegionAP=="PRC") %>%
  ungroup() %>%
  mutate(RegionAP = factor(RegionAP,levels=c("PRC","PHC")),
         MemoryCond = factor(ifelse(MemMem=="Rec.Corr","Rec + Src",ifelse(MemMem=="Rec.Incorr","Rec - Src","Non-Rec")),
                             levels=c("Rec + Src","Rec - Src","Non-Rec")),
         EmoMem = interaction(MemoryCond,Emotion)) %>%
  ggplot(.,aes(x=MemoryCond,y=meanval)) + geom_bar(stat="identity",position="dodge",aes(fill=EmoMem)) +
  geom_errorbar(aes(ymin=meanval-sem,ymax=meanval+sem,width=.25)) + theme_minimal(18) +
  theme(axis.text.x=element_blank(),axis.title.x=element_blank()) + facet_grid(.~RegionAP+Emotion) +
  xlab("Mean activity (au)") + scale_fill_manual(values=plotcolors) +  guides(color=FALSE, fill=FALSE) + 
  theme(axis.text.x = element_text(angle = 30, hjust = 1))

2.3 Plots with bars subtracting non-recollection

2.3.1 Single Plots

plotcolors <- c('#d01c8b','#f1b6da','#4dac26','#b8e186')
singlePlotROI <- function(roi) {
  meandata.rec %>%
  filter(RegionAP==roi) %>%
  ungroup() %>%
  mutate(MemoryCond = factor(ifelse(MemMem=="Rec.Corr","Rec + Src",ifelse(MemMem=="Rec.Incorr","Rec - Src","Non-Rec")),
                             levels=c("Rec + Src","Rec - Src","Non-Rec")),
         EmoMem = interaction(MemoryCond,Emotion)) %>%
  ggplot(.,aes(x=MemoryCond,y=meanval)) + geom_bar(stat="identity",position="dodge",aes(fill=EmoMem)) +
  geom_errorbar(aes(ymin=meanval-sem,ymax=meanval+sem,width=.25)) + theme_minimal(18) +
  theme(axis.text.x=element_blank(),axis.title.x=element_blank()) + facet_grid(.~Emotion,switch="x") +
  ylab("Recollection-related activity") + scale_fill_manual(values=plotcolors) + guides(color=FALSE) +
    ggtitle(roi) 
}
singlePlotROI_fixedLim <- function(roi,limits) { # fix limits for some plots for better visualization
  singlePlotROI(roi) + ylim(limits)
}
# Plot all regions
singlePlotROI_fixedLim('Amyg',c(-.25,1))

singlePlotROI_fixedLim('wholeHipp',c(-.25,1))

singlePlotROI('PRC')

singlePlotROI('PHC')

3 Stats

3.1 All regions

statdata1 <- subset(actdata.rec,RegionAP=="wholeHipp" | Region=="Amyg"  | Region=="PRC"  | Region=="PHC") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
     Amyg       PHC       PRC wholeHipp 
      176       176       176       176 
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1)
$ANOVA
                  Effect DFn DFd    SSn  SSd      F         p p<.05     ges
1            (Intercept)   1  21 70.806 57.0 26.070 0.0000467     * 0.22872
2                BothMem   1  21  8.005 19.0  8.835 0.0072650     * 0.03244
3                Emotion   1  21  1.515 36.8  0.865 0.3629812       0.00631
4                 Region   3  63  6.031 45.4  2.790 0.0476819     * 0.02464
5        BothMem:Emotion   1  21  0.283 18.5  0.322 0.5766273       0.00118
6         BothMem:Region   3  63  6.078 16.4  7.791 0.0001671     * 0.02483
7         Emotion:Region   3  63  7.185 31.5  4.782 0.0045822     * 0.02921
8 BothMem:Emotion:Region   3  63  0.297 14.1  0.442 0.7234704       0.00124

$`Mauchly's Test for Sphericity`
                  Effect     W      p p<.05
4                 Region 0.517 0.0236     *
6         BothMem:Region 0.515 0.0229     *
7         Emotion:Region 0.645 0.1243      
8 BothMem:Emotion:Region 0.432 0.0055     *

$`Sphericity Corrections`
                  Effect   GGe   p[GG] p[GG]<.05   HFe    p[HF] p[HF]<.05
4                 Region 0.721 0.06791           0.807 0.060881          
6         BothMem:Region 0.699 0.00108         * 0.778 0.000661         *
7         Emotion:Region 0.818 0.00822         * 0.935 0.005648         *
8 BothMem:Emotion:Region 0.655 0.64192           0.722 0.660713          
rm(statdata1,anova_mod1)

4 Follow-up tests

4.1 Amygdala vs PRC

statdata1 <- subset(actdata.rec,RegionAP=="PRC" | Region=="Amyg") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
Amyg  PRC 
 176  176 
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)
statdata2 <- subset(actdata.rec,RegionAP=="PRC" )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)
statdata3 <- subset(actdata.rec,Region=="Amyg")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)
rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)

4.2 PHC vs whole hippocampus

statdata1 <- subset(actdata.rec,RegionAP=="wholeHipp" | Region=="PHC") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
      PHC wholeHipp 
      176       176 
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)
statdata2 <- subset(actdata.rec,RegionAP=="wholeHipp" )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)
statdata3 <- subset(actdata.rec,Region=="PHC")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)
rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)

4.3 Amygdala vs whole hippocampus

statdata1 <- subset(actdata.rec,RegionAP=="wholeHipp" | Region=="Amyg") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
     Amyg wholeHipp 
      176       176 
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)
statdata2 <- subset(actdata.rec,RegionAP=="wholeHipp" )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)
statdata3 <- subset(actdata.rec,Region=="Amyg")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)
rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)

4.4 Subregions within amygdala

statdata1 <- subset(actdata.rec,MainRegion=="Amyg")
summary(droplevels(statdata1$Region))
 BasolatAmyg  CentralAmyg CorticalAmyg   MedialAmyg 
         176          176          176          176 
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1)
$ANOVA
                  Effect DFn DFd      SSn   SSd       F        p p<.05      ges
1            (Intercept)   1  21 128.3956 125.0 21.5705 0.000139     * 0.151510
2                BothMem   1  21   0.0438  48.3  0.0191 0.891486       0.000061
3                Emotion   1  21  31.9045 108.7  6.1660 0.021548     * 0.042486
4                 Region   3  63  27.5015 174.9  3.3028 0.025861     * 0.036838
5        BothMem:Emotion   1  21   0.3365  36.5  0.1937 0.664322       0.000468
6         BothMem:Region   3  63   0.4582  54.1  0.1778 0.911030       0.000637
7         Emotion:Region   3  63   3.6340 131.8  0.5789 0.631021       0.005028
8 BothMem:Emotion:Region   3  63   1.5538  39.8  0.8190 0.488233       0.002156

$`Mauchly's Test for Sphericity`
                  Effect     W       p p<.05
4                 Region 0.681 0.18170      
6         BothMem:Region 0.421 0.00446     *
7         Emotion:Region 0.794 0.47438      
8 BothMem:Emotion:Region 0.774 0.41049      

$`Sphericity Corrections`
                  Effect   GGe  p[GG] p[GG]<.05   HFe  p[HF] p[HF]<.05
4                 Region 0.842 0.0341         * 0.967 0.0274         *
6         BothMem:Region 0.625 0.8244           0.685 0.8431          
7         Emotion:Region 0.869 0.6081           1.004 0.6310          
8 BothMem:Emotion:Region 0.880 0.4756           1.018 0.4882          
statdata2 <- subset(actdata.rec,Region=="BasolatAmyg")
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)
statdata3 <- subset(actdata.rec,Region=="CentralAmyg")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)
statdata4 <- subset(actdata.rec,Region=="CorticalAmyg")
anova_mod4<-ezANOVA(statdata4,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod4$ANOVA)
statdata5 <- subset(actdata.rec,Region=="MedialAmyg")
anova_mod5<-ezANOVA(statdata5,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod5$ANOVA)
rm(statdata1,statdata2,statdata3,statdata4,statdata5,anova_mod1,anova_mod2,anova_mod3,anova_mod4,anova_mod5)

4.5 Posterior vs anterior hippocampus

statdata1 <- subset(actdata.rec,(RegionAP=="wholeHipp.head" | RegionAP=="wholeHipp.body"))
summary(droplevels(statdata1$RegionAP))
wholeHipp.body wholeHipp.head 
           176            176 
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,RegionAP),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)
statdata2 <- subset(actdata.rec,(RegionAP=="wholeHipp.head") )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)
statdata3 <- subset(actdata.rec,(RegionAP=="wholeHipp.body" ) )
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)
rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)

4.6 Subregions within posterior hippocampus

statdata1 <- subset(actdata.rec,MainRegion=="Hipp")
summary(droplevels(statdata1$Region))
      CA1    CA23DG subiculum 
      176       176       176 
anova_mod<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod)
$ANOVA
                  Effect DFn DFd     SSn   SSd       F       p p<.05       ges
1            (Intercept)   1  21  9.9296 113.3 1.83974 0.18939       0.0216324
2                BothMem   1  21 14.2476  30.6 9.76278 0.00512     * 0.0307503
3                Emotion   1  21  0.1385  83.5 0.03484 0.85372       0.0003084
4                 Region   2  42  5.9476  77.0 1.62135 0.20976       0.0130708
5        BothMem:Emotion   1  21  0.5762  29.4 0.41086 0.52847       0.0012814
6         BothMem:Region   2  42  0.2287  28.4 0.16916 0.84495       0.0005089
7         Emotion:Region   2  42  0.0276  58.2 0.00994 0.99011       0.0000614
8 BothMem:Emotion:Region   2  42  0.6745  28.5 0.49711 0.61182       0.0014997

$`Mauchly's Test for Sphericity`
                  Effect     W      p p<.05
4                 Region 0.717 0.0361     *
6         BothMem:Region 0.715 0.0351     *
7         Emotion:Region 0.832 0.1585      
8 BothMem:Emotion:Region 0.631 0.0101     *

$`Sphericity Corrections`
                  Effect   GGe p[GG] p[GG]<.05   HFe p[HF] p[HF]<.05
4                 Region 0.780 0.215           0.831 0.214          
6         BothMem:Region 0.778 0.791           0.829 0.805          
7         Emotion:Region 0.856 0.982           0.925 0.987          
8 BothMem:Emotion:Region 0.731 0.555           0.772 0.565          
statdata2 <- subset(actdata.rec,Region=="CA1")
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)
statdata3 <- subset(actdata.rec,Region=="CA23DG")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)
statdata4 <- subset(actdata.rec,Region=="subiculum")
anova_mod4<-ezANOVA(statdata4,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod4$ANOVA)
rm(statdata1,anova_mod,statdata2,statdata3,statdata4,anova_mod2,anova_mod3,anova_mod4)

4.7 PRC vs PHC

statdata1 <- subset(actdata.rec,(Region=="PRC" | Region=="PHC") )
anova_mod<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod$ANOVA)
statdata2 <- subset(actdata.rec,(Region=="PRC") )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)
statdata3 <- subset(actdata.rec,Region=="PHC" )
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)
rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)

5 ROI maps

plotROImap <- function(values,colornames) {
  
  ids <- factor(c("Amyg","PRC","PHC","wholeHipp.head","wholeHipp.body","subiculum.body","CA1.body","CA23DG.body","CorticalAmyg","CentralAmyg","MedialAmyg","BasolatAmyg"))
  nid <- length(ids)
  
  # Define polygon coordinates (in this case, 4 each for a rectangle)
  positions <- data.frame(
    id = rep(ids, each = 4),
    order = rep(c(1,2,3,4),nid),
    x = c(1,2,2,1,
          1.5,3,3,1.5,
          3,4,4,3,
          2,3,3,2,
          3,4,4,3,
          3,4,4,3,
          3,4,4,3,
          3,4,4,3,
          1,2,2,1,
          1,2,2,1,
          1,2,2,1,
          1,2,2,1),
    y = c(2,2,3,3,
          1,1,2,2,
          1,1,2,2,
          2,2,3,3,
          2,2,3,3,
          2,2,2.3333,2.3333,
          2.3333,2.3333,2.6666,2.6666,
          2.6666,2.6666,3,3,
          2,2,2.25,2.25,
          2.25,2.25,2.5,2.5,
          2.5,2.5,2.75,2.75,
          2.75,2.75,3,3)
  )
  
  # Calculate midpoint of each poly for label
  positions %>%
    group_by(id) %>%
    summarize(label_x = mean(x),
              label_y = mean(y)) %>%
    left_join(values) %>%
    filter(!is.na(value) & !is.null(value) & value!="NULL") -> values
  
  # Merge id & label info with positions
  datapoly <- merge(values, positions, by=c("id")) %>%
    arrange(id,order) %>%
    ungroup()
  
  # Prettier labels
  values$id[values$id=="wholeHipp.head"] <- "Hipp.ant"
  values$id[values$id=="wholeHipp.body"] <- "Hipp.post"
  
  values$id[values$id=="BasolatAmyg"] <- "Amyg.basolateral"
  values$id[values$id=="MedialAmyg"] <- "Amyg.basomedial"
  values$id[values$id=="CentralAmyg"] <- "Amyg.centromedial"
  values$id[values$id=="CorticalAmyg"] <- "Amyg.cortical"
  # Plot polygons with values coding fill color
  p <- ggplot(datapoly, aes(x=x, y=y)) + geom_polygon(colour="black",aes(fill=value, group=id)) +
    theme_minimal(20) + 
    theme(axis.text = element_blank(),axis.ticks = element_blank()) +
    theme(panel.grid.major = element_blank(),panel.grid.minor=element_blank()) + 
    xlab('') + ylab('') + 
    scale_fill_gradient(low=colornames[1],high=colornames[2],limits=c(0,NA),na.value="gray60",name="effect size") + 
    geom_text(data=values,size=8,aes(label=id,x=label_x,y=label_y))
  return(p)
}

5.1 Get stats summary info for plots

getAnovaEffectSize <- function(df,effectrow) {
  df <- data.frame(df) # bc ezANOVA hates grouped dataframes
  anova_mod <- ezANOVA(df,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
  effectsize <- anova_mod$ANOVA[9][[1]][effectrow]
  return(effectsize)
}
actdata.rec %>%
  filter(RegionAP %in% c("Amyg","wholeHipp.head","wholeHipp.body","PHC","PRC")) %>%
  group_by(RegionAP) %>%
  do(memory = getAnovaEffectSize(.,1),
     source = getAnovaEffectSize(.,2),
     emotion = getAnovaEffectSize(.,3)) %>%
  unnest() -> effectsizes.roi
actdata.rec %>%
  filter(RegionAP %in% c("CorticalAmyg","CentralAmyg","MedialAmyg","BasolatAmyg","CA1.body","CA23DG.body","subiculum.body","wholeHipp.head","PHC","PRC")) %>%
  group_by(RegionAP) %>%
  do(memory = getAnovaEffectSize(.,1),
     source = getAnovaEffectSize(.,2),
     emotion = getAnovaEffectSize(.,3)) %>%
  unnest() -> effectsizes.roi.subreg
print(effectsizes.roi)
print(effectsizes.roi.subreg)

5.2 Major subdivisions

map.mem <- data.frame(id=as.character(effectsizes.roi$RegionAP),value=as.numeric(effectsizes.roi$memory))
plotROImap(map.mem,c('white','orange')) + ggtitle("Recollection-related activity")

map.emo <- data.frame(id=as.character(effectsizes.roi$RegionAP),value=as.numeric(effectsizes.roi$emotion))
plotROImap(map.emo,c('white','tomato')) + ggtitle("Effect of emotion on recollection-related activity")

map.src <- data.frame(id=as.character(effectsizes.roi$RegionAP),value=as.numeric(effectsizes.roi$source))
plotROImap(map.src,c('white','skyblue1')) + ggtitle("Effect of context encoding on recollection-related activity")

5.3 With subregions

map.mem2 <- data.frame(id=as.character(effectsizes.roi.subreg$RegionAP),value=as.numeric(effectsizes.roi.subreg$memory))
plotROImap(map.mem2,c('white','orange')) + ggtitle("Recollection-related activity")

map.emo2 <- data.frame(id=as.character(effectsizes.roi.subreg$RegionAP),value=as.numeric(effectsizes.roi.subreg$emotion))
plotROImap(map.emo2,c('white','tomato')) + ggtitle("Effect of emotion on recollection-related activity")

map.src2 <- data.frame(id=as.character(effectsizes.roi.subreg$RegionAP),value=as.numeric(effectsizes.roi.subreg$source))
plotROImap(map.src2,c('white','skyblue1')) + ggtitle("Effect of context encoding on recollection-related activity")

---
title: "MemoHR fMRI ROI Activation Data"
author: "Maureen Ritchey"
output:
  html_notebook:
    code_folding: hide
    number_sections: yes
    theme: cosmo
    toc: yes
    toc_float: yes
  html_document:
    code_folding: hide
    number_sections: yes
    toc: yes
    toc_float: yes
---

```{r init, message=FALSE, warning=FALSE, include=FALSE}
library('ggplot2')
library('dplyr') 
library('tidyr')
library('knitr')
library('ez')
options(digits=3)
options(scipen = 999)
```


# Load & Process data
```{r}

savepath <- '../../Analysis/ROI_estimates/'
behavpath <- '../../Data/Behavioral/summary/'

## Load data from csv
### Activation estimates
actdata<-read.csv(paste0(savepath,'cons_ashs_ItemSourceDM_rf_new.csv')) # created with output_roi_cons script in Matlab

### ROI metadata
roidata<-read.csv('../../Analysis/ROI_estimates/roi_info.csv') # contains various labeling schemes for ROIs
actdata <- merge(actdata,roidata,by="roi_file")
rm(roidata)

### Clean up data
# first deal with s21, who had to have EmoK subbed in for EmoM (no EmoM trials)
actdata <- unique(actdata) # remove doubled-up EmoK
tmp <-subset(actdata,subject=="s21" & contrast=="EmoK") # get the EmoK for relabel -> these trial types get averaged anyway
tmp$contrast <- "EmoM"
actdata <- rbind(actdata,tmp) # pull back into main dataframe

### Define new variables
actdata$Emotion <- factor(sapply(actdata$contrast,simplify=TRUE,
                                 function(x) ifelse(grepl('Emo',x),'Emo',
                                                    ifelse(grepl('Neu',x),'Neu',NA))))
actdata <- subset(actdata,!is.na(actdata$Emotion)) # get rid of all other contrasts


actdata$RecMem <- factor(sapply(actdata$contrast,simplify=TRUE,
                                      function(x) ifelse(grepl('R',x),'Rec',
                                                         ifelse(grepl('K',x),'Non-Rec',
                                                                ifelse(grepl('M',x),'Non-Rec',NA)))),
                               levels=c("Rec","Non-Rec"))
actdata$SourceMem <- factor(sapply(actdata$contrast,simplify=TRUE,
                                   function(x) ifelse(grepl('SC',x),'Corr',
                                                      ifelse(grepl('SI',x),'Incorr',NA))))

actdata$BothMem <- factor(ifelse(actdata$RecMem=="Rec" & actdata$SourceMem=="Corr","R+S",
                                 ifelse(actdata$RecMem=="Rec" & actdata$SourceMem=="Incorr","R-S",
                                        ifelse(actdata$RecMem=="Non-Rec","NR",NA))),
                          levels=c("R+S","R-S","NR"))

str(actdata)
kable(table(actdata$BothMem,actdata$subject))

## Create dataframe with 'baseline-corrected' scores, i.e., recollection trial types minus non-recollection
nrbaseline <-
  group_by(actdata,subject,Emotion,roi_file) %>%
  summarize(nr.baseline = mean(activity[RecMem=="Non-Rec"],na.rm=TRUE)) # average over Fam & Miss
actdata.rec <-
  filter(actdata,RecMem=="Rec") %>%
  left_join(nrbaseline)  %>%
  mutate(activity = activity - nr.baseline) # values in actdata.rec are now recollection-related activity
  
## Clean up and save
save(actdata,file=paste0(savepath,'MemoHR_AnatROI_Data_ItemSource.Rdata'))

```

## Report number of voxels in each ROI
```{r numVox}
vox <- group_by(actdata,RegionAP) %>%
  summarize(meanvox=mean(numvox),
            minvox=min(numvox),
            maxvox=max(numvox))
kable(vox)
```

# Plots
## Calculate summary values first
```{r calcSummary}
summarydata.all <- group_by(actdata,subject,Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(activity=mean(activity)) # This part averages across hemispheres, and fam/miss are averaged into non-rec
meandata.all <- group_by(summarydata.all,Region,RegionAP,MainRegion,AP,Emotion) %>%
  group_by(Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(meanval=mean(activity,na.rm=TRUE),sdval=sd(activity,na.rm=TRUE),
            sem=sdval/sqrt(length(activity)),
            semmin=meanval-sem,
            semmax=meanval+sem,
            nsubj=length(activity))
meandata.all$EmoMem <- interaction(meandata.all$RecMem,meandata.all$Emotion)
meandata.all$MemMem <- interaction(meandata.all$RecMem,meandata.all$SourceMem)
meandata.all$MemMem <- factor(meandata.all$MemMem,levels=c("Rec.Corr","Rec.Incorr","Non-Rec"))
meandata.all$MemMem[is.na(meandata.all$MemMem)] <- "Non-Rec"

summarydata.rec <- group_by(actdata.rec,subject,Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(activity=mean(activity))  # This part averages across hemispheres
meandata.rec <- group_by(summarydata.rec,Region,RegionAP,MainRegion,AP,Emotion) %>%
  group_by(Emotion,RecMem,SourceMem,Region,RegionAP,MainRegion,AP) %>%
  summarize(meanval=mean(activity,na.rm=TRUE),sdval=sd(activity,na.rm=TRUE),
            sem=sdval/sqrt(length(activity)),
            semmin=meanval-sem,
            semmax=meanval+sem,
            nsubj=length(activity))
meandata.rec$EmoMem <- interaction(meandata.rec$RecMem,meandata.rec$Emotion)
meandata.rec$MemMem <- interaction(meandata.rec$RecMem,meandata.rec$SourceMem)
meandata.rec$MemMem <- factor(meandata.rec$MemMem,levels=c("Rec.Corr","Rec.Incorr","Non-Rec"))
meandata.rec$MemMem[is.na(meandata.rec$MemMem)] <- "Non-Rec"
```

## Plots with all bars
### Main regions

```{r, fig.height=5, fig.width=10}

# All regions
plotcolors <- c('#d01c8b','#f1b6da',"gray70",'#4dac26','#b8e186',"gray70")

meandata.all %>%
  filter(RegionAP=="Amyg" | RegionAP=="wholeHipp") %>%
  ungroup() %>%
  mutate(RegionAP = factor(RegionAP,levels=c("Amyg","wholeHipp")),
         RegionLabel = factor(ifelse(RegionAP=="wholeHipp","Hipp","Amyg"),
                              levels=c("Amyg","Hipp")),
         MemoryCond = factor(ifelse(MemMem=="Rec.Corr","Rec + Src",ifelse(MemMem=="Rec.Incorr","Rec - Src","Non-Rec")),
                             levels=c("Rec + Src","Rec - Src","Non-Rec")),
         EmoMem = interaction(MemoryCond,Emotion)) %>%
  ggplot(.,aes(x=MemoryCond,y=meanval)) + geom_bar(stat="identity",position="dodge",aes(fill=EmoMem)) +
  geom_errorbar(aes(ymin=meanval-sem,ymax=meanval+sem,width=.25)) + theme_minimal(18) +
  theme(axis.title.x=element_blank()) + facet_grid(.~RegionLabel+Emotion) +
  xlab("Mean activity (au)") + scale_fill_manual(values=plotcolors) +  guides(color=FALSE, fill=FALSE) + 
  theme(axis.text.x = element_text(angle = 30, hjust = 1))

meandata.all %>%
  filter(RegionAP=="PHC" | RegionAP=="PRC") %>%
  ungroup() %>%
  mutate(RegionAP = factor(RegionAP,levels=c("PRC","PHC")),
         MemoryCond = factor(ifelse(MemMem=="Rec.Corr","Rec + Src",ifelse(MemMem=="Rec.Incorr","Rec - Src","Non-Rec")),
                             levels=c("Rec + Src","Rec - Src","Non-Rec")),
         EmoMem = interaction(MemoryCond,Emotion)) %>%
  ggplot(.,aes(x=MemoryCond,y=meanval)) + geom_bar(stat="identity",position="dodge",aes(fill=EmoMem)) +
  geom_errorbar(aes(ymin=meanval-sem,ymax=meanval+sem,width=.25)) + theme_minimal(18) +
  theme(axis.text.x=element_blank(),axis.title.x=element_blank()) + facet_grid(.~RegionAP+Emotion) +
  xlab("Mean activity (au)") + scale_fill_manual(values=plotcolors) +  guides(color=FALSE, fill=FALSE) + 
  theme(axis.text.x = element_text(angle = 30, hjust = 1))

```

## Plots with bars subtracting non-recollection

### Single Plots
```{r}
plotcolors <- c('#d01c8b','#f1b6da','#4dac26','#b8e186')

singlePlotROI <- function(roi) {
  meandata.rec %>%
  filter(RegionAP==roi) %>%
  ungroup() %>%
  mutate(MemoryCond = factor(ifelse(MemMem=="Rec.Corr","Rec + Src",ifelse(MemMem=="Rec.Incorr","Rec - Src","Non-Rec")),
                             levels=c("Rec + Src","Rec - Src","Non-Rec")),
         EmoMem = interaction(MemoryCond,Emotion)) %>%
  ggplot(.,aes(x=MemoryCond,y=meanval)) + geom_bar(stat="identity",position="dodge",aes(fill=EmoMem)) +
  geom_errorbar(aes(ymin=meanval-sem,ymax=meanval+sem,width=.25)) + theme_minimal(18) +
  theme(axis.text.x=element_blank(),axis.title.x=element_blank()) + facet_grid(.~Emotion,switch="x") +
  ylab("Recollection-related activity") + scale_fill_manual(values=plotcolors) + guides(color=FALSE) +
    ggtitle(roi) 
}
singlePlotROI_fixedLim <- function(roi,limits) { # fix limits for some plots for better visualization
  singlePlotROI(roi) + ylim(limits)
}

# Plot all regions
singlePlotROI_fixedLim('Amyg',c(-.25,1))
singlePlotROI_fixedLim('wholeHipp',c(-.25,1))
singlePlotROI('PRC')
singlePlotROI('PHC')
```

# Stats

## All regions
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,RegionAP=="wholeHipp" | Region=="Amyg"  | Region=="PRC"  | Region=="PHC") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1)

rm(statdata1,anova_mod1)
```

# Follow-up tests
## Amygdala vs PRC
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,RegionAP=="PRC" | Region=="Amyg") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)

statdata2 <- subset(actdata.rec,RegionAP=="PRC" )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)

statdata3 <- subset(actdata.rec,Region=="Amyg")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)

rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)
```

## PHC vs whole hippocampus
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,RegionAP=="wholeHipp" | Region=="PHC") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)

statdata2 <- subset(actdata.rec,RegionAP=="wholeHipp" )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)

statdata3 <- subset(actdata.rec,Region=="PHC")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)

rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)
```


## Amygdala vs whole hippocampus
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,RegionAP=="wholeHipp" | Region=="Amyg") 
summary(droplevels(statdata1$Region)) # Note that hemisphere is still included but ezANOVA will average them
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)

statdata2 <- subset(actdata.rec,RegionAP=="wholeHipp" )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)

statdata3 <- subset(actdata.rec,Region=="Amyg")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)

rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)
```

## Subregions within amygdala
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,MainRegion=="Amyg")
summary(droplevels(statdata1$Region))
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod1)

statdata2 <- subset(actdata.rec,Region=="BasolatAmyg")
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)

statdata3 <- subset(actdata.rec,Region=="CentralAmyg")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)

statdata4 <- subset(actdata.rec,Region=="CorticalAmyg")
anova_mod4<-ezANOVA(statdata4,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod4$ANOVA)

statdata5 <- subset(actdata.rec,Region=="MedialAmyg")
anova_mod5<-ezANOVA(statdata5,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod5$ANOVA)

rm(statdata1,statdata2,statdata3,statdata4,statdata5,anova_mod1,anova_mod2,anova_mod3,anova_mod4,anova_mod5)

```

## Posterior vs anterior hippocampus
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,(RegionAP=="wholeHipp.head" | RegionAP=="wholeHipp.body"))
summary(droplevels(statdata1$RegionAP))
anova_mod1<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,RegionAP),type=3,detailed=TRUE)
print(anova_mod1$ANOVA)

statdata2 <- subset(actdata.rec,(RegionAP=="wholeHipp.head") )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)

statdata3 <- subset(actdata.rec,(RegionAP=="wholeHipp.body" ) )
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)

rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)

```

## Subregions within posterior hippocampus
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,MainRegion=="Hipp")
summary(droplevels(statdata1$Region))
anova_mod<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod)

statdata2 <- subset(actdata.rec,Region=="CA1")
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)

statdata3 <- subset(actdata.rec,Region=="CA23DG")
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)

statdata4 <- subset(actdata.rec,Region=="subiculum")
anova_mod4<-ezANOVA(statdata4,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod4$ANOVA)

rm(statdata1,anova_mod,statdata2,statdata3,statdata4,anova_mod2,anova_mod3,anova_mod4)

```


## PRC vs PHC
```{r, message=FALSE, warning=FALSE}
statdata1 <- subset(actdata.rec,(Region=="PRC" | Region=="PHC") )
anova_mod<-ezANOVA(statdata1,dv=activity,wid=subject,within=list(BothMem,Emotion,Region),type=3,detailed=TRUE)
print(anova_mod$ANOVA)

statdata2 <- subset(actdata.rec,(Region=="PRC") )
anova_mod2<-ezANOVA(statdata2,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod2$ANOVA)

statdata3 <- subset(actdata.rec,Region=="PHC" )
anova_mod3<-ezANOVA(statdata3,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
print(anova_mod3$ANOVA)

rm(statdata1,statdata2,statdata3,anova_mod1,anova_mod2,anova_mod3)

```



# ROI maps

```{r defineMapFunc}
plotROImap <- function(values,colornames) {
  
  ids <- factor(c("Amyg","PRC","PHC","wholeHipp.head","wholeHipp.body","subiculum.body","CA1.body","CA23DG.body","CorticalAmyg","CentralAmyg","MedialAmyg","BasolatAmyg"))
  nid <- length(ids)
  
  # Define polygon coordinates (in this case, 4 each for a rectangle)
  positions <- data.frame(
    id = rep(ids, each = 4),
    order = rep(c(1,2,3,4),nid),
    x = c(1,2,2,1,
          1.5,3,3,1.5,
          3,4,4,3,
          2,3,3,2,
          3,4,4,3,
          3,4,4,3,
          3,4,4,3,
          3,4,4,3,
          1,2,2,1,
          1,2,2,1,
          1,2,2,1,
          1,2,2,1),
    y = c(2,2,3,3,
          1,1,2,2,
          1,1,2,2,
          2,2,3,3,
          2,2,3,3,
          2,2,2.3333,2.3333,
          2.3333,2.3333,2.6666,2.6666,
          2.6666,2.6666,3,3,
          2,2,2.25,2.25,
          2.25,2.25,2.5,2.5,
          2.5,2.5,2.75,2.75,
          2.75,2.75,3,3)
  )
  
  # Calculate midpoint of each poly for label
  positions %>%
    group_by(id) %>%
    summarize(label_x = mean(x),
              label_y = mean(y)) %>%
    left_join(values) %>%
    filter(!is.na(value) & !is.null(value) & value!="NULL") -> values
  
  # Merge id & label info with positions
  datapoly <- merge(values, positions, by=c("id")) %>%
    arrange(id,order) %>%
    ungroup()
  
  # Prettier labels
  values$id[values$id=="wholeHipp.head"] <- "Hipp.ant"
  values$id[values$id=="wholeHipp.body"] <- "Hipp.post"
  
  values$id[values$id=="BasolatAmyg"] <- "Amyg.basolateral"
  values$id[values$id=="MedialAmyg"] <- "Amyg.basomedial"
  values$id[values$id=="CentralAmyg"] <- "Amyg.centromedial"
  values$id[values$id=="CorticalAmyg"] <- "Amyg.cortical"

  # Plot polygons with values coding fill color
  p <- ggplot(datapoly, aes(x=x, y=y)) + geom_polygon(colour="black",aes(fill=value, group=id)) +
    theme_minimal(20) + 
    theme(axis.text = element_blank(),axis.ticks = element_blank()) +
    theme(panel.grid.major = element_blank(),panel.grid.minor=element_blank()) + 
    xlab('') + ylab('') + 
    scale_fill_gradient(low=colornames[1],high=colornames[2],limits=c(0,NA),na.value="gray60",name="effect size") + 
    geom_text(data=values,size=8,aes(label=id,x=label_x,y=label_y))

  return(p)
}
```

## Get stats summary info for plots

```{r, message=FALSE, warning=FALSE}

getAnovaEffectSize <- function(df,effectrow) {
  df <- data.frame(df) # bc ezANOVA hates grouped dataframes
  anova_mod <- ezANOVA(df,dv=activity,wid=subject,within=list(BothMem,Emotion),type=3,detailed=TRUE)
  effectsize <- anova_mod$ANOVA[9][[1]][effectrow]
  return(effectsize)
}

actdata.rec %>%
  filter(RegionAP %in% c("Amyg","wholeHipp.head","wholeHipp.body","PHC","PRC")) %>%
  group_by(RegionAP) %>%
  do(memory = getAnovaEffectSize(.,1),
     source = getAnovaEffectSize(.,2),
     emotion = getAnovaEffectSize(.,3)) %>%
  unnest() -> effectsizes.roi

actdata.rec %>%
  filter(RegionAP %in% c("CorticalAmyg","CentralAmyg","MedialAmyg","BasolatAmyg","CA1.body","CA23DG.body","subiculum.body","wholeHipp.head","PHC","PRC")) %>%
  group_by(RegionAP) %>%
  do(memory = getAnovaEffectSize(.,1),
     source = getAnovaEffectSize(.,2),
     emotion = getAnovaEffectSize(.,3)) %>%
  unnest() -> effectsizes.roi.subreg

print(effectsizes.roi)
print(effectsizes.roi.subreg)

```

## Major subdivisions

```{r, fig.height=2, fig.width=6, message=FALSE, warning=FALSE}
map.mem <- data.frame(id=as.character(effectsizes.roi$RegionAP),value=as.numeric(effectsizes.roi$memory))
plotROImap(map.mem,c('white','orange')) + ggtitle("Recollection-related activity")
map.emo <- data.frame(id=as.character(effectsizes.roi$RegionAP),value=as.numeric(effectsizes.roi$emotion))
plotROImap(map.emo,c('white','tomato')) + ggtitle("Effect of emotion on recollection-related activity")
map.src <- data.frame(id=as.character(effectsizes.roi$RegionAP),value=as.numeric(effectsizes.roi$source))
plotROImap(map.src,c('white','skyblue1')) + ggtitle("Effect of context encoding on recollection-related activity")

```

## With subregions
```{r, fig.height=2, fig.width=6, message=FALSE, warning=FALSE}
map.mem2 <- data.frame(id=as.character(effectsizes.roi.subreg$RegionAP),value=as.numeric(effectsizes.roi.subreg$memory))
plotROImap(map.mem2,c('white','orange')) + ggtitle("Recollection-related activity")
map.emo2 <- data.frame(id=as.character(effectsizes.roi.subreg$RegionAP),value=as.numeric(effectsizes.roi.subreg$emotion))
plotROImap(map.emo2,c('white','tomato')) + ggtitle("Effect of emotion on recollection-related activity")
map.src2 <- data.frame(id=as.character(effectsizes.roi.subreg$RegionAP),value=as.numeric(effectsizes.roi.subreg$source))
plotROImap(map.src2,c('white','skyblue1')) + ggtitle("Effect of context encoding on recollection-related activity")

```
