knitr::opts_chunk$set(warning = F, message=F)
library(MASS)
library(tidyverse)
library(zoo)
library(cowplot)
library(grid)
library(lubridate)
library(broom)
library(readr)
library(effects)
library(openxlsx)
library(reshape2)
library(readxl)
Sys.setlocale("LC_ALL", "en_US.UTF-8")
load("Frekvenssitaulu_70_plus.Rdata")
load("lonkat_70_plus.Rdata")
load("fig_1_data.Rdata")
Preparing data set
pop <- read_excel("vakiluku_key.xlsx") %>%
mutate(IKA = as.numeric(IKA)) %>%
filter(IKA>=70 & year>=1997) %>%
mutate(year = as.factor(year)) %>%
group_by(year, IKA) %>%
summarize(population = sum(population))
yearly_pop <- pop %>%
group_by(year) %>%
summarize(pop=sum(population))
pop_props <- pop %>%
left_join(yearly_pop) %>%
mutate(prop = population/pop) %>%
ungroup()
Fig1 <- lonkat_70_plus %>%
mutate(IKA = ifelse(IKA>=100, 100, IKA)) %>%
count(VUOSI, IKA)
## Preparing figure 1
Fig1_adj <- Fig1 %>%
mutate(year = as.factor(VUOSI)) %>%
left_join(pop_props) %>%
mutate(crude = n/population*100000,
year=as.factor(year)) %>%
mutate(age_adust = crude*prop) %>%
filter(!is.na(age_adust)) %>%
group_by(year) %>%
summarize(adj_inc = sum(age_adust))
#"The data included a total of 110 725 femur fractures during the study period between 1997 and 2018..."
Frekvenssitaulu_70_plus %>%
summarize(sum(Freq))
## sum(Freq)
## 1 110725
## ".. with an annual mean (SD) of 5 033 (308) fracture"
Frekvenssitaulu_70_plus %>%
group_by(vuosi) %>%
summarize(n = sum(Freq)) %>%
ungroup() %>%
summarize(mean = mean(n),
sd=sd(n))
## # A tibble: 1 x 2
## mean sd
## <dbl> <dbl>
## 1 5033. 308.
Figure 2
### Preparing Figure 2
Fig2 <- Frekvenssitaulu_70_plus %>%
mutate(viikko = as.numeric(viikko)) %>%
select(viikko, insidenssi) %>%
group_by(viikko) %>%
summarize(n=sum(insidenssi) / 22)
## Figure 2 - weekly mean incidence
#png("Fig2. Seasonal variance.png", units="in", width=8, height=5, res=300)
Fig2 %>%
filter(viikko!=53) %>%
ggplot(aes(x=viikko,y=n)) +
geom_line() +
theme_classic() +
theme(panel.grid.major.y=element_line(colour="gray50", size=0.25)) +
annotate("segment", x = 14, xend = 14, y = 126, yend = 140, alpha=0.9, size=0.5,
arrow=arrow(type = "closed", length = unit(0.02, "npc"))) +
annotate("segment", x = 44, xend = 44, y = 126, yend = 140, alpha=0.9, size=0.5,
arrow=arrow(type = "closed", length = unit(0.02, "npc"))) +
labs(x="Week",
y="Weekly incidence",
colour=NULL) +
theme(legend.position = "bottom",
panel.grid.major.y=element_line(colour="gray50", size=0.25),
axis.text.y = element_text(color = "grey20", size = 13),
axis.text.x = element_text(color = "grey20", size = 13),
axis.title.y = element_text(color = "grey20", size = 16),
axis.title.x = element_text(color = "grey20", size = 16),
legend.text = element_text(color = "grey20", size = 14),
strip.text.x =element_text(color = "grey20", size = 14)) +
scale_y_continuous(limits=c(0, 185), breaks=seq(0, 185, 25)) +
scale_x_continuous(limits=c(0, 52), breaks=seq(0, 52, 5))
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)
#dev.off()
Fig2 %>% view
Negative binomial regression
# Preparing NB-regression explanatory variables
Frekvenssitaulu_70_plus <- Frekvenssitaulu_70_plus %>%
mutate(viikonpaiva = fct_relevel(viikonpaiva, c("Monday","Tuesday","Wednesday","Thursday","Friday","Saturday","Sunday")),
DST_maanantai_kevt = ifelse(DST_sekvenssi %in% c(8, 29) & DST == 1 & Vuodenaika=="Kevät", 1, 0),
DST_kevt = ifelse(DST_uusi==1 & Vuodenaika=="Kevät", 1, 0),
DST_maanantai_syksy = ifelse(DST_sekvenssi %in% c(8, 29) & DST == 1 & Vuodenaika=="Syksy", 1, 0),
DST_syksy = ifelse(DST_uusi==1 & Vuodenaika=="Syksy", 1, 0),
vuosi = as.factor(vuosi)) %>%
arrange(paivamaara, vuosi, viikko, viikonpaiva)
# Negative binomial models
## A = Monday spring
malli_maanantai_kevt <- glm.nb(insidenssi ~ DST_maanantai_kevt + as.factor(vuosi), data= Frekvenssitaulu_70_plus)
## B = Monday autumn
malli_maanantai_syksy <- glm.nb(insidenssi ~ DST_maanantai_syksy + as.factor(vuosi), data= Frekvenssitaulu_70_plus)
## C = Monday week spring
malli_viikko_kevt <- glm.nb(insidenssi ~ DST_kevt + as.factor(vuosi) + viikonpaiva + as.factor(viikko), data= Frekvenssitaulu_70_plus)
## D = Monday week autumn
malli_viikko_syksy <- glm.nb(insidenssi ~ DST_syksy + as.factor(vuosi) + viikonpaiva + as.factor(viikko), data= Frekvenssitaulu_70_plus)
Regression outputs tidy
A <- tidy(malli_maanantai_kevt, conf.int=T) %>%
filter(term=="DST_maanantai_kevt") %>%
transmute(IRR = exp(estimate),
lower = exp(conf.low),
upper = exp(conf.high))
A
## # A tibble: 1 x 3
## IRR lower upper
## <dbl> <dbl> <dbl>
## 1 1.08 0.952 1.22
B <- tidy(malli_maanantai_syksy, conf.int=T) %>%
filter(term=="DST_maanantai_syksy") %>%
transmute(IRR = exp(estimate),
lower = exp(conf.low),
upper = exp(conf.high))
B
## # A tibble: 1 x 3
## IRR lower upper
## <dbl> <dbl> <dbl>
## 1 1.11 0.984 1.26
C <- tidy(malli_viikko_kevt, conf.int=T) %>%
filter(term=="DST_kevt") %>%
transmute(IRR = exp(estimate),
lower = exp(conf.low),
upper = exp(conf.high))
C
## # A tibble: 1 x 3
## IRR lower upper
## <dbl> <dbl> <dbl>
## 1 1.07 1.01 1.14
D <-tidy(malli_viikko_syksy, conf.int=T) %>%
filter(term=="DST_syksy") %>%
transmute(IRR = exp(estimate),
lower = exp(conf.low),
upper = exp(conf.high))
D
## # A tibble: 1 x 3
## IRR lower upper
## <dbl> <dbl> <dbl>
## 1 0.957 0.821 1.11
McFadden Pseudo R^2
### McFadden pseudo-R2
mallit <- data.frame(c(1 - (malli_maanantai_kevt$deviance / malli_maanantai_kevt$null.deviance), 1 - (malli_maanantai_syksy $deviance / malli_maanantai_syksy $null.deviance), 1 - (malli_viikko_kevt $deviance / malli_viikko_kevt $null.deviance), 1 - (malli_viikko_syksy $deviance / malli_viikko_syksy $null.deviance)), c("malli_maanantai_kevt", "malli_maanantai_syksy", "malli_viikko_kevt", "malli_viikko_syksy"), c(8032 - malli_maanantai_kevt$df.residual, 8032 - malli_maanantai_syksy $df.residual, 8032 - malli_viikko_kevt $df.residual, 8032 - malli_viikko_syksy $df.residual ))
colnames(mallit) <- c("McFadden R2", "Model", "df vs. null model")
mallit
## McFadden R2 Model df vs. null model
## 1 0.09820158 malli_maanantai_kevt 22
## 2 0.09836929 malli_maanantai_syksy 22
## 3 0.22777645 malli_viikko_kevt 80
## 4 0.22737133 malli_viikko_syksy 80
Table 1
## Preparing data set by age
lonkat_70_plus$IKA_luok <-cut(lonkat_70_plus$IKA, br=c(0,74,79,84,89,94,99,120))
levels(lonkat_70_plus$IKA_luok ) <- c("70-74", "75-79","80-84", "85-89","90-94", "95-99", "100+")
murtumat_n_ika <- as.data.frame(table(lonkat_70_plus$IKA_luok, substring(lonkat_70_plus$TUPVA_date_format,1,4)))
colnames(murtumat_n_ika) <- c("IKA", "Vuosi", "Freq")
murtumat_n_ika <- reshape(murtumat_n_ika, idvar= "Vuosi", timevar="IKA", direction="wide")
colnames(murtumat_n_ika) <- c("Vuosi", levels(lonkat_70_plus$IKA_luok ))
## Sum of fractures, by age class
murtumat_n_ika_yht <- colSums(murtumat_n_ika[,2:ncol(murtumat_n_ika)])
murtumat_n_ika_yht
## 70-74 75-79 80-84 85-89 90-94 95-99 100+
## 13538 21415 28848 28496 14828 3305 303
## Prob of fractures, by age class
murtumat_n_ika_prob_yht <- prop.table(murtumat_n_ika_yht)
murtumat_n_ika_prob_yht
## 70-74 75-79 80-84 85-89 90-94 95-99
## 0.122258044 0.193393117 0.260518545 0.257339727 0.133907688 0.029846568
## 100+
## 0.002736312
## preparing data set by gender
murtumat_n_sukup <- as.data.frame(table(lonkat_70_plus$SUKUP, substring(lonkat_70_plus$TUPVA_date_format,1,4)))
murtumat_n_sukup <- murtumat_n_sukup[murtumat_n_sukup[,1] == 1 | murtumat_n_sukup[,1] == 2,]
murtumat_n_sukup[,1] <- as.character(murtumat_n_sukup[,1])
murtumat_n_sukup[,1][murtumat_n_sukup[,1] == "1"] <- "Miehet"
murtumat_n_sukup[,1][murtumat_n_sukup[,1] == "2"] <- "Naiset"
colnames(murtumat_n_sukup) <- c("Sukup", "Vuosi", "Freq")
murtumat_n_sukup <- reshape(murtumat_n_sukup, idvar= "Vuosi", timevar="Sukup", direction="wide")
colnames(murtumat_n_sukup) <- c("Vuosi", "Miehet", "Naiset")
## Sum of fractures, by gender
murtumat_n_sukup_yht <- colSums(murtumat_n_sukup[,c(2,3)])
murtumat_n_sukup_yht
## Miehet Naiset
## 28102 82631
## Prob of fractures, by gender
murtumat_n_sukup_yht_prob <- prop.table(murtumat_n_sukup_yht)
murtumat_n_sukup_yht_prob
## Miehet Naiset
## 0.2537816 0.7462184