# Climate Change Hotspots Identification in China through the CMIP5 Global Climate Model Ensemble

Authors: Huanghe Gu; Zhongbo Yu; Jigan Wang; Qin Ju; Chuanguo Yang; Chuanhao Fan
Journal: Advances in Meteorology
 (2014)

---

## Abstract

China is one of the countries vulnerable to adverse climate changes. The potential climate change hotspots in China throughout the 21st century are identified in this study by using a multimodel, multiscenario climate model ensemble that includes Phase Five of the Coupled Model Intercomparison Project (CMIP5) atmosphere-ocean general circulation models. Both high (RCP8.5) and low (RCP4.5) greenhouse gas emission trajectories are tested, and both the mean and extreme seasonal temperature and precipitation are considered in identifying regional climate change hotspots. Tarim basin and Tibetan Plateau in West China are identified as persistent regional climate change hotspots in both the RCP4.5 and RCP8.5 scenarios. The aggregate impacts of climate change increase throughout the 21st century and are more significant in RCP8.5 than in RCP4.5. Extreme hot event and mean temperature are two climate variables that greatly contribute to the hotspots calculation in all regions. The contribution of other climate variables exhibits a notable subregional variability. South China is identified as another hotspot based on the change of extreme dry event, especially in SON and DJF, which indicates that such event will frequently occur in the future. Our results can contribute to the designing of national and cross-national adaptation and mitigation policies.


---

## Body

## 1. Introduction

Global warming in the late 20th century has been primarily attributed to the anthropogenic greenhouse gas (GHG) emissions. According to the Fourth Assessment Report of the Intergovernmental Panel on Climate Change (IPCC), the average global warming is measured at 0.74°C (0.56°C to 0.92°C) over the last hundred years (1906 to 2005). The panel also predicts significant changes in the temperature and precipitation patterns by the end of the 21st century, which depends on the underlying GHG emission pathway [1]. The combined thermal and hydrological changes will increase the severity and frequency of droughts and floods, which will significantly affect water supply, agriculture, and human health [2–8]. Therefore, the manifestation of long-term global warming at regional scales must be identified even in highly uncertain terms [9–12]. For countries with large territory like China, it is important to assess local climate change impacts and to plan national policies response to global warming. In fact, observational studies reveal different climate trends in different areas of China [13–18]. Climate change hotspots that are most responsive to anthropogenic change must be identified to understand, prevent, and prepare for the impacts of climate change [19].The hotspot is the region which is particularly vulnerable to the current or future climate change impacts and where the human security may be placed at risk. Identifying the potential impacts of climate change and showing the results in a map format can facilitate the communication and interpretation of such impacts [20]. The mapping of climate change hotspots has been widely practiced over the recent years [21–25]. Despite the lack of a standard practice for quantitatively exploring these regions, climate change hotspots can be identified based on projected changes in temperature and precipitation. The Regional Climate Change Index (RCCI) of Giorgi is the first to determine climate change hotspots based on climate model outputs. RCCI is a comparative index that identifies the hotspot regions that will reveal the greatest relative changes in these variables [21]. Baettig et al. introduced the Climate Change Index (CCI) to measure the strength of future climate changes relative to the present natural variability [23]. Williams et al. [24] developed the standard Euclidean distance (SED) to measure the relative responses of different regions to GHG-induced global warming. Diffenbaugh et al. identified climate change hotspots in the United States using the SED and the squared cord distance dissimilarity coefficient (SCD), with both approaches yielding similar results [19]. Xu et al. used the RCCI to investigate the hotspots under 21st century global warming in East Asia [25]. The implementation of CMIP5 has paved the way for a new generation of global climate model simulations that can identify climate change hotspots and yield highly reliable projections [26–28].The climate change hotspots in China that are identified based on the CMIP5 ensembles have not been sufficiently investigated. We focus our analysis on China for several reasons. First, China encompasses a large continental area with complex climatic conditions, fragile ecological environment, and frequent natural disasters and is one of the countries most vulnerable to adverse impact of climate change. Second, China has a massive population and a large and diverse economy that is at least partly dependent on climate, including a large fraction of the agricultural area [29, 30]. Third, as the largest developing country in the world, China plays a significant role in climate change negotiations because of the largest GHG emitters [31, 32] and because of the pressure to shoulder more responsibility for everything from curtailing carbon emissions to developing its economy, eradicating poverty, and improving people’s livelihood.This paper quantifies the hotspots in China through SED analysis. Section2 describes the climate model data and the hotspot identification method. Section 3 discusses the results, and Section 4 presents the main conclusions and discussions.


## 2. Data and Methodology

### 2.1. Climate Model Data

CMIP5 multimodel experiments (obtained from the PCMDI website:http://pcmdi9.llnl.gov/esgf-web-fe/) are used in this study. 28 models in CMIP5 experiments from international laboratories that span a horizontal resolution of 1 degree to 4 degrees (Table 1) are used in this study. These models successfully capture the structure of temperature and precipitation over China [33, 34]. We quantify the climate change hotspots in the three periods of the CMIP5 RCP4.5 and RCP8.5 simulations, namely, 2010 to 2039, 2040 to 2069, and 2070 to 2099. These two simulations diverge dramatically over the 21st century, which can reach GHG concentrations of ~650 and >1370 ppm CO2-e [35], respectively, and median global warming of 2.4°C and 4.9°C, respectively, above the preindustrial baseline by 2100 [36].Table 1
Horizontal resolution (longitude × latitude in degree) of the 28 CMIP5 global climate models used.
Model
Institution
Spatial resolution
1
BCC-CSM1.1
Beijing Climate Center (BCC), China
2.8125
×
2.8125
2
BCC-CSM1.1M
Beijing Climate Center (BCC), China
1.125
×
1.125
3
BNU-ESM
Beijing Normal University, China
2.8125
×
2.8125
4
CanESM2
Canadian Centre for Climate Modelling and Analysis, Canada
2.8125
×
2.8125
5
CMCC-CM
Canadian Centre for Climate Modelling and Analysis, Canada
0.75
×
0.75
6
CMCC-CMS
Canadian Centre for Climate Modelling and Analysis, Canada
1.875
×
1.875
7
CSIRO-Mk3-6-0
Australian Commonwealth Scientific and Industrial Research Organization (CSRIO), Australia
1.875
×
1.875
8
CSIRO-ACCESS1-0
CSRIO, Australia
1.875
×
1.2414
9
FIO-ESM
The First Institute of Oceanography, China
2.8125
×
2.8125
10
GFDL-ESM2M
Geophysical Fluid Dynamics Laboratory, USA
2.5
×
2
11
GISS-E2-H-CC
NASA Goddard Institute for Space Studies
2.5
×
2
12
GISS-E2-R-CC
NASA Goddard Institute for Space Studies
2.5
×
2
13
HadGEM2-AO
Met Office Hadley Centre, UK
1.875
×
1.2414
14
HadGEM2-ES
Met Office Hadley Centre, UK
1.875
×
1.2414
15
INM-CM4
Institute for Numerical Mathematics
2
×
1.5
16
IPSL-CM5A-LR
Institut Pierre-Simon Laplace, France
3.75
×
1.875
17
IPSL-CM5A-MR
Institut Pierre-Simon Laplace, France
2.5
×
1.2587
18
IPSL-CM5B-LR
Institut Pierre-Simon Laplace, France
3.75
×
1.875
19
MIROC5
AORI (Atmosphere and Ocean Research Institute), NIES (National Institute for Environmental Studies), JAMSTEC (Japan Agency for Marine-Earth Science and Technology), Japan
1.4063
×
1.4063
20
MIROC-ESM
AORI, NIES, JAMSTEC, Japan
2.8125
×
2.8125
21
MIROC-ESM-CHEM
AORI, NIES, JAMSTEC, Japan
2.8125
×
2.8125
22
MPI-ESM-LR
Max Planck Institute for Meteorology, Germany
1.875
×
1.875
23
MPI-ESM-MR
Max Planck Institute for Meteorology, Germany
1.875
×
1.875
24
MRI-CGCM3
Max Planck Institute for Meteorology, Germany
1.125
×
1.125
25
NCAR-CCSM4
National Center for Atmospheric Research (NCAR), USA
1.25
×
0.9375
26
NCAR-CESM1-BGC
NCAR, USA
1.25
×
0.9375
27
NCAR-CESM1-CAM5
NCAR, USA
1.25
×
0.9375
28
NorESM1-M
Norwegian Climate Centre, Norway
2.5
×
1.875Following Giorgi [21] and Diffenbaugh et al. [19, 37], the analysis is performed after interpolating the output from each model to a common 1-degree geographical grid. Five subregions (Figure 1), namely, Northwest China, Tibetan Plateau, Northeast China, North China, and South China, are classified to compare the aggregate climate change of different climate zones.Figure 1
The elevation of study area and the five key analysis regions.


### 2.2. Hotspot Identification

The SED of Williams et al. [24] and Diffenbaugh and Giorgi [37] is used to quantify the climate change hotspots in the CMIP5 ensemble. The SED synthesizes the changes in selected climate indicators to quantify the total change in a multidimensional climate space between the present and future periods. The SED has been widely used in previous studies to identify the potential climate change hotspots based on a large set of climate models. Diffenbaugh et al. [19, 37] used an improved version of SED to identify U.S. and global climate change hotspots. The total SED between the present and future periods at each grid point is calculated to measure the distance that is traveled in the multivariate climate space. The total SED is calculated as follows:
(1)
SED
total
=
(
∑
v
SED
v
)
1
/
2
.
We have
(2)
SED
v
=
(
x
f
v
-
x
p
v
)
2
{
max
⁡
[
abs
(
x
f
v
-
x
p
v
)
]
i
j
}
2
,
where x
f
v denotes the value of variable v in the future period, x
p
v denotes the value of variable v in the reference (present) period, and max
⁡
[
abs
(
x
f
v
-
x
p
v
)
]
i
j, which is used to normalize the metric, denotes the maximum land-grid-point absolute value change in the climate indicator v over all land grid points i
j in the future period (2070–2099) under RCP8.5 scenario. An area with a high SED
v score experiences more significant changes in variable v as compared to other areas with lower SED
v scores.Seven indicators are considered in the analysis, namely, absolute change in mean 2 m temperature (T), fractional change in interannual standard deviation of de-trend 2 m temperature (T
var), fractional change in mean precipitation (P), fractional change in interannual coefficient of de-trend precipitation variation (P
var), frequency of occurrence of years above the baseline maximum seasonal surface air temperature (Hot), frequency of occurrence of years above the baseline maximum seasonal precipitation (Wet), and frequency of occurrence of years below the baseline minimum seasonal precipitation (Dry). The last three indicators represent extreme climate conditions that can severely affect human welfare and the environment. Each climate indicator is treated separately in each of the four seasons (DJF, MAM, JJA, and SON), which yields 28 climate dimensions. We calculate these 28 variable changes between the baseline (1970 to 1999) and future periods (2010 to 2039, 2040 to 2069, and 2070 to 2099) at each 1-degree grid point for the SED calculation. Temperature variability and precipitation variability are calculated as follows.Temperature variability is(3)
Δ
T
var
=
(
T
SD
,
future
-
T
SD
,
baseline
)
T
SD
,
baseline
.Precipitation variability is(4)
Δ
P
var
=
[
(
P
SD
,
future
/
P
mean
,
future
)
-
(
P
SD
,
baseline
/
P
mean
,
baseline
)
]
(
P
SD
,
baseline
/
P
mean
,
baseline
)
,
where SD denotes the standard deviation of the variable and future and baseline denote the future (2070 to 2099) and the baseline (1970 to 1999) periods, respectively.The SED is a comparative index that compares climate change signals across regions. It provides a metric aggregation of positive and negative changes in a number of climate variables of different scales and units. The regions with the strongest aggregate climate changes exhibit large relative changes in several climate indicators. However, the SED cannot be considered as an absolute indication of the signal magnitude which means that the small SED values are not necessarily an indication of a small magnitude of the climate change signal.


## 2.1. Climate Model Data

CMIP5 multimodel experiments (obtained from the PCMDI website:http://pcmdi9.llnl.gov/esgf-web-fe/) are used in this study. 28 models in CMIP5 experiments from international laboratories that span a horizontal resolution of 1 degree to 4 degrees (Table 1) are used in this study. These models successfully capture the structure of temperature and precipitation over China [33, 34]. We quantify the climate change hotspots in the three periods of the CMIP5 RCP4.5 and RCP8.5 simulations, namely, 2010 to 2039, 2040 to 2069, and 2070 to 2099. These two simulations diverge dramatically over the 21st century, which can reach GHG concentrations of ~650 and >1370 ppm CO2-e [35], respectively, and median global warming of 2.4°C and 4.9°C, respectively, above the preindustrial baseline by 2100 [36].Table 1
Horizontal resolution (longitude × latitude in degree) of the 28 CMIP5 global climate models used.
Model
Institution
Spatial resolution
1
BCC-CSM1.1
Beijing Climate Center (BCC), China
2.8125
×
2.8125
2
BCC-CSM1.1M
Beijing Climate Center (BCC), China
1.125
×
1.125
3
BNU-ESM
Beijing Normal University, China
2.8125
×
2.8125
4
CanESM2
Canadian Centre for Climate Modelling and Analysis, Canada
2.8125
×
2.8125
5
CMCC-CM
Canadian Centre for Climate Modelling and Analysis, Canada
0.75
×
0.75
6
CMCC-CMS
Canadian Centre for Climate Modelling and Analysis, Canada
1.875
×
1.875
7
CSIRO-Mk3-6-0
Australian Commonwealth Scientific and Industrial Research Organization (CSRIO), Australia
1.875
×
1.875
8
CSIRO-ACCESS1-0
CSRIO, Australia
1.875
×
1.2414
9
FIO-ESM
The First Institute of Oceanography, China
2.8125
×
2.8125
10
GFDL-ESM2M
Geophysical Fluid Dynamics Laboratory, USA
2.5
×
2
11
GISS-E2-H-CC
NASA Goddard Institute for Space Studies
2.5
×
2
12
GISS-E2-R-CC
NASA Goddard Institute for Space Studies
2.5
×
2
13
HadGEM2-AO
Met Office Hadley Centre, UK
1.875
×
1.2414
14
HadGEM2-ES
Met Office Hadley Centre, UK
1.875
×
1.2414
15
INM-CM4
Institute for Numerical Mathematics
2
×
1.5
16
IPSL-CM5A-LR
Institut Pierre-Simon Laplace, France
3.75
×
1.875
17
IPSL-CM5A-MR
Institut Pierre-Simon Laplace, France
2.5
×
1.2587
18
IPSL-CM5B-LR
Institut Pierre-Simon Laplace, France
3.75
×
1.875
19
MIROC5
AORI (Atmosphere and Ocean Research Institute), NIES (National Institute for Environmental Studies), JAMSTEC (Japan Agency for Marine-Earth Science and Technology), Japan
1.4063
×
1.4063
20
MIROC-ESM
AORI, NIES, JAMSTEC, Japan
2.8125
×
2.8125
21
MIROC-ESM-CHEM
AORI, NIES, JAMSTEC, Japan
2.8125
×
2.8125
22
MPI-ESM-LR
Max Planck Institute for Meteorology, Germany
1.875
×
1.875
23
MPI-ESM-MR
Max Planck Institute for Meteorology, Germany
1.875
×
1.875
24
MRI-CGCM3
Max Planck Institute for Meteorology, Germany
1.125
×
1.125
25
NCAR-CCSM4
National Center for Atmospheric Research (NCAR), USA
1.25
×
0.9375
26
NCAR-CESM1-BGC
NCAR, USA
1.25
×
0.9375
27
NCAR-CESM1-CAM5
NCAR, USA
1.25
×
0.9375
28
NorESM1-M
Norwegian Climate Centre, Norway
2.5
×
1.875Following Giorgi [21] and Diffenbaugh et al. [19, 37], the analysis is performed after interpolating the output from each model to a common 1-degree geographical grid. Five subregions (Figure 1), namely, Northwest China, Tibetan Plateau, Northeast China, North China, and South China, are classified to compare the aggregate climate change of different climate zones.Figure 1
The elevation of study area and the five key analysis regions.


## 2.2. Hotspot Identification

The SED of Williams et al. [24] and Diffenbaugh and Giorgi [37] is used to quantify the climate change hotspots in the CMIP5 ensemble. The SED synthesizes the changes in selected climate indicators to quantify the total change in a multidimensional climate space between the present and future periods. The SED has been widely used in previous studies to identify the potential climate change hotspots based on a large set of climate models. Diffenbaugh et al. [19, 37] used an improved version of SED to identify U.S. and global climate change hotspots. The total SED between the present and future periods at each grid point is calculated to measure the distance that is traveled in the multivariate climate space. The total SED is calculated as follows:
(1)
SED
total
=
(
∑
v
SED
v
)
1
/
2
.
We have
(2)
SED
v
=
(
x
f
v
-
x
p
v
)
2
{
max
⁡
[
abs
(
x
f
v
-
x
p
v
)
]
i
j
}
2
,
where x
f
v denotes the value of variable v in the future period, x
p
v denotes the value of variable v in the reference (present) period, and max
⁡
[
abs
(
x
f
v
-
x
p
v
)
]
i
j, which is used to normalize the metric, denotes the maximum land-grid-point absolute value change in the climate indicator v over all land grid points i
j in the future period (2070–2099) under RCP8.5 scenario. An area with a high SED
v score experiences more significant changes in variable v as compared to other areas with lower SED
v scores.Seven indicators are considered in the analysis, namely, absolute change in mean 2 m temperature (T), fractional change in interannual standard deviation of de-trend 2 m temperature (T
var), fractional change in mean precipitation (P), fractional change in interannual coefficient of de-trend precipitation variation (P
var), frequency of occurrence of years above the baseline maximum seasonal surface air temperature (Hot), frequency of occurrence of years above the baseline maximum seasonal precipitation (Wet), and frequency of occurrence of years below the baseline minimum seasonal precipitation (Dry). The last three indicators represent extreme climate conditions that can severely affect human welfare and the environment. Each climate indicator is treated separately in each of the four seasons (DJF, MAM, JJA, and SON), which yields 28 climate dimensions. We calculate these 28 variable changes between the baseline (1970 to 1999) and future periods (2010 to 2039, 2040 to 2069, and 2070 to 2099) at each 1-degree grid point for the SED calculation. Temperature variability and precipitation variability are calculated as follows.Temperature variability is(3)
Δ
T
var
=
(
T
SD
,
future
-
T
SD
,
baseline
)
T
SD
,
baseline
.Precipitation variability is(4)
Δ
P
var
=
[
(
P
SD
,
future
/
P
mean
,
future
)
-
(
P
SD
,
baseline
/
P
mean
,
baseline
)
]
(
P
SD
,
baseline
/
P
mean
,
baseline
)
,
where SD denotes the standard deviation of the variable and future and baseline denote the future (2070 to 2099) and the baseline (1970 to 1999) periods, respectively.The SED is a comparative index that compares climate change signals across regions. It provides a metric aggregation of positive and negative changes in a number of climate variables of different scales and units. The regions with the strongest aggregate climate changes exhibit large relative changes in several climate indicators. However, the SED cannot be considered as an absolute indication of the signal magnitude which means that the small SED values are not necessarily an indication of a small magnitude of the climate change signal.


## 3. Results

Figure2 shows the hotspot patterns for the three future time periods of RCP4.5 and RCP8.5. The relative aggregate climate change that is reflected by SED increases over time and across different scenarios because of its dependence on GHG emissions and concentrations. The dominant hotspot pattern in China, including Tarim Basin and south Tibetan Plateau, emerges in the early 21st century and exhibits relatively high aggregate climate change in all three periods of both forcing pathways. The other areas in China exhibit a relatively small yet increasing aggregate climate change throughout the 21st century. The relative aggregate climate change in RCP8.5 is more significant than that in RCP4.5, except for the average value in the period from 2010 to 2039, which shows similar changes because of the similar GHG concentrations in the two scenarios during this period [35]. The relative aggregate climate change of the two forcing pathways is fairly robust across different periods. The pattern of SED hotspots exhibits low sensitivity to time evolution and total concentration. Our metric also reveals that the North China Plain exhibits relatively small aggregate change to global warming.Figure 2
The relative aggregate climate change calculated using the standard Euclidean distance (SED) between the period from 1970 to 1999 and the RCP4.5 and RCP8.5 periods: 2010–2039, 2040–2069, and 2070–2099.Figure3 shows the changes in the mean, variability, and extremes of seasonal temperature and precipitation between the period from 1970 to 1999 and the period from 2070 to 2099. The seasonal temperature in most parts of China will increase more than 3°C by the end of the 21st century, and the increase will exceed 4°C during MAM and JJA. The temperature variability in the south Tibetan Plateau will generally increase and slightly decrease during MAM and SON. The mean precipitation will increase in north China, while it will decrease in South China especially during DJF and SON. The precipitation variability in China will increase as a whole, increase significant in Tarim Basin and southwest China in SON, while decrease in Tibetan Plateau in JJA. The extreme hot event will significantly increase by the end of the 21st century, which is expected to cover more than 80% of the year. These events are hotter than their corresponding maximum seasonal temperature in the baseline period, especially during the JJA and SON. The change of extreme dry events is not obvious, except for the 10% increase in South China during DJF and SON. The extreme wet event will slightly increase in most parts of China, and there was an obvious increase in the Tibetan Plateau. The regions that exhibit the strongest aggregate climate changes also demonstrate large relative changes in several climate indicators. For example, in the period from 2070 to 2099, the Tibetan Plateau will exhibit relatively large changes in mean temperature during DJF and MAM, temperature variability and mean precipitation during DJF and JJA, precipitation variability during DFJ, extreme hot during MAM, and extreme wet during all seasons. The Tarim Basin will also exhibit relatively large changes in mean temperature during JJA; temperature variability in all seasons; mean precipitation during DJF, MAM, and JJA; precipitation variability during SON; extreme hot during MAM; and extreme wet during DJF and MAM.The change in each variable between the period from 1970 to 1999 and the period from 2070 to 2099.
(a)
(b)For the quantitative evaluation of the contribution from each variable to the relative aggregate climate change, the absolute value of change normalized to the maximum absolute value in the period from 2070 to 2099 (Figure4). The change and the normalized change of variable share similar spatial distribution, which facilitates their comparison with other variables in terms of relative aggregate climate change contribution. Mean temperature and extreme hot event contributed more to aggregate climate change especially during JJA and SON than the other variables. The regions where mean precipitation increases significantly, like Tarim Basin and south Tibetan Plateau, exhibit a large contribution to SED and lead to a large extreme wet index. In contrast, the region precipitation decreases, like in South China, having a large extreme dry index especially during SON.Figure 4
The absolute value of change which normalized to the maximum absolute value of all grid points in each variable between the period from 1970 to 1999 and the period from 2070 to 2099.Figure5 shows the normalized absolute change of each variable in different subregions. The extreme hot event has the greatest contribution to the hotspot identification index (greater than 0.7 and greater than 0.9 during JJA) of all subregions and with minimal spatial difference. The mean temperature has the second greatest contribution, especially during JJA and SON, in Northwest China, Tibetan Plateau, and Northeast China. The other variables have relatively small contributions to hotspot identification but with obvious spatial differences. Northwest China and Tibetan Plateau are identified as hotspots by other variables, such as mean precipitation, extreme wet event, and temperature variability. Northeast China exhibits the most obvious increase in mean precipitation during DJF. South China exhibits the most obvious changes in temperature and precipitation variability and extreme dry event, and North China Plain exhibits minimum changes as compared to other regions.Figure 5
The area average normalized absolute value of change of each variable in five subregions between the period from 1970 to 1999 and the period from 2070 to 2099.


## 4. Conclusions and Discussion

Based on the CMIP5 projection, the seasonal temperature in most parts of China will increase more than 3°C, especially more than 4°C increase during MAM and JJA by the end of 21st century. The mean precipitation will increase in North China but will decrease in South China, especially during DJF and SON. The future increase in temperature and change in precipitation will also induce extreme climate events that can significantly affect human welfare and the environment especially in the countries vulnerable to the adverse impact of climate change, such as China. Therefore, the changes in the mean and extreme climates must be aggregated to identify the climate change hotspots in China within a special global warming target [38].This paper applies SED to analyze the climate change signal over China from the CMIP5 ensemble. The relative aggregate climate change index includes several variables, such as the seasonal mean temperature and precipitation and their variability, extreme hot event, extreme dry event, and extreme wet event. SED increases over time and across different scenarios depending on the GHG emissions and concentrations. Our statistical metric of multidimensional climate change identifies Northwest China and Tibetan Plateau as two regional climate change hotspots in both the RCP4.5 and RCP8.5 forcing pathways. Our results are consistent with those from Xu et al. [25]. North China Plain exhibits a relatively small aggregate change to global warming, which is inconsistent with the results of Xu et al. [25]. Xu et al. [25] calculated the RCCI based on four variables (changes in mean temperature and precipitation as well as their variability) for two seasons (JJA and DJF). However, the variables and seasons that they employed in their calculations were different from those that we used in our analysis. For example, we project an increase and a decrease in the mean precipitation in North China during DJF and SON, respectively, but other studies may yield different projections by choosing different seasons.Each climate variable offers different contributions to the relative aggregate climate change index. The extreme hot event and mean temperature are the two largest contributors to hotspot identification index over all subregions and with minimal spatial difference, which is consistent with the findings of Diffenbaugh and Giorgi [37]. In contrast, Diffenbaugh et al. [19] found that the hotspot pattern in the USA was shaped by the changes in the interannual variability more than by the changes in the long-term mean of the contributing variables. Such inconsistency is partly attributed to the differences in the variables, study area, and different methodologies of these studies. Given that we consider both the mean and extreme climate variables in our SED, we are able to evaluate the importance of extreme climate events in the identification of climate change hotspots.The SED combines information from different indicators without weighting the importance of each indicator on the local climate change impacts. The adoption of different climate model data, subregion division, multidecadal scales, hotspots identification method, and variables may generate different measures of change. In addition, non-hotspot areas must not be considered as immune to climate change because such phenomenon can still exert a substantial impact on these areas. South China is identified as a climate change hotspot based on the change of extreme dry event during SON and DJF. However, this region has not been identified as a climate change hotspot based on the aggregate climate change index SED. The extreme drought events have been observed in South China [39–41] and are expected to become more frequent by the end of the century.The SED is limited to represent the bidirectional change of the hotspots, and thus a strong increase in precipitation, which can be regarded as positive in some regions, may be perceived equally problematic as a strong decrease in precipitation. But it is still useful to identify the regions that are responsive and possibly vulnerable to climate change. Our hotspot analysis may significantly contribute to climate impact assessment, detection, and attribution as well as to the designing of national and cross-national adaptation and mitigation policies.



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*Source: 963196-2014-04-22.xml*