INTRODUCTION
Climate change has ceased to be a far off menace but a reality that is redefining economic opportunities in the developing world. This is the case with Egypt, as although the country has only the smallest share of global greenhouse gas emissions at 0.6%, the country faces disproportionate climate risks that can jeopardize its development process and social stability (Eliw et al., 2019).
The state of Egypt is vulnerable to climate because of the geographic and hydrologic peculiarities. The average rainfall is a meager 50 millimeters per annum with most of the rainfall falling in the Mediterranean coastal areas and the large interior region being hyper-arid. The Nile River that supplies more than 90% of the freshwater in the country is a river that is completely located outside Egyptian boundaries, which makes water security conditional and dependent on upstream projects and trans boundary treaties. The past decades have been marked by worrying tendencies: the average temperature has increased by about 2.5 °C since the 1990s, and even relatively small precipitation demonstrates a steady decrease (Abdelazez et al., 2024). Most concerning, perhaps, is the fact that per capita renewable water resources have dropped down to less than 574 cubic meters in 2024, down as compared to the 1,020 cubic meters of 1990, which is way below the international water poverty line of 1,000 cubic meters (Ashour et al., 2024).These environmental pressures directly pressurize the performance of the economy in a variety of ways. Water shortage and heat stress pose an imminent risk to agriculture, which employs about a quarter of the labor force and covers almost all arable land due to the intensive irrigation practice (Ashour et al., 2024). Tourism income, which is very crucial in the foreign exchange earnings, is susceptible to the excessive weather conditions and the coastal erosion due to the rise in sea level. The trouble is that energy production is dependent on natural gas and petroleum, and it builds a carbon-intensive model of growth, which is increasingly being questioned by the climate commitments in the world. In the meantime, the city infrastructure is overloaded with the need to adapt to climate changes and serve a growing population (Elgohary, 2025).
Climate change has been the subject of increased scholarly interest with the literature reflecting adverse impacts on growth in developing economies (Zhu and Xie, 2023). Nonetheless, the majority of current studies are based on cross-country panel designs, which, although statistically effective, can obscure country-specific dynamics due to country-specific institutional, geographic or structural factors. Egypt is a country deserving of specific attention due to its overwhelming reliance on water, an agricultural economy based on the river Nile, and being a country with acute exposure to climate change. There has been recent effort towards discussing the climate problems of Egypt at sectoral levels (Ashour et al., 2024) project declining water resources in Upper Egypt, while (Elgohary, 2025) evaluates conservation policies but has not been fully evaluated in terms of macroeconomics.
There is a severe development dilemma in Egypt: the country has to maintain economic growth in order to secure jobs and reduce poverty, but it also has to face the increasing climate pressure, which endangers the major productive spheres. The research issue is to gauge the effect of climate change on the economic performance of Egypt and which environmental factors have the greatest restrictive effect on growth. Available international literature provides minimal suggestions because of specific circumstances in Egypt, and the local research is more focused on the impacts of the sector, but not on the overall macroeconomic associations. This is a limitation to effective, evidence-based policymaking when water, energy and agricultural adaptation decisions have long-term economic stability implications (Nassr et al., 2021).
The purpose of the study is to measure the short and long-run impacts of temperature, precipitation, and CO2 emission on the economic growth that is expressed in terms of GDP per capita, and then to adjust these impacts with other important structural variables including investment, arable land, and rents of natural resources. It also aims at determining the strongest environmental limits to growth and how fast the economy is adapting to climate-related shocks thus providing insight on the adaptive capacity of Egypt. By so doing, the study offers methodological value in the use of ARDL framework in climate economy analysis with limited data.
MATERIALS AND METHODS
In this section, the data sources, the variables and analytical framework used in investigating the relationship between climate change and economic growth are described. The methodology will be used to attract both short-term variability and long-term equilibrium relationships giving a complete picture of the impact of environmental factors on the economic performance of Egypt.
Dependent Variable
GDP per capita (GDPPC): This variable is the most important indicator of economic growth and development that defines the average economic output per individual in Egypt.
Independent Climate Variables: The climate-related variables that have a direct measurement of the environmental change in Egypt include the following:
Carbon dioxide emissions (CO2): Measures the level of energy consumption and industrialization, which is a proxy of carbon footprint of economic production.
Precipitation: The level of rainfall annually which is one of the main determinants of agricultural production and availability of water resources in the mainly dry climate in Egypt.
Annual mean temperature (Tasmean): Mean annual temperature, which influences workforce output, energy consumption, and the crop production.
Control Variables: In order to capture the individual effects of the climate variables, a few control variables are added to capture the other economic and structural variables:
Gross domestic investment (% of GDP) (GDI): Quantifies capital formation and its contribution to the economic growth.
Total natural resource rents (% of GDP) (Rent): Represents the economic value of the natural resources such as oil, gas, and minerals.
Arable land (% of land area) (Land): Indicative of the presence of arable land, which is a basic production factor in agriculture.
Econometric Model: To quantify the effect of climate change on economic growth in the Arab Republic of Egypt the study period was made to run starting in 1990 up to 2024 to bring the effect into a better focus. This relationship can be generalized as below that indicates the effect of climate change on economic growth:
𝑮𝑫𝑷𝑷𝑪𝒕= 𝒇(𝑪𝑶𝟐𝒕. 𝑷𝒓𝒆𝒄𝒕. 𝑻𝒂𝒔𝒕. 𝑮𝑫𝑰𝒕. 𝑳𝒂𝒏. 𝑹𝒆𝒏𝒕)
The mathematical form of the equation can be written as:
𝒍𝑮𝑫𝑷𝑷𝑪𝒕 = 𝜷𝟎 + 𝜷𝟏𝒍𝑪𝑶𝟐𝒕 + 𝜷𝟐𝒍𝑷𝒓𝒆𝒄𝒕 + 𝜷𝟑𝒍𝑻𝒂𝒔𝒕 + 𝜷𝟒𝒍𝑮𝑫𝑰𝒕+ + 𝜷5𝒍𝑳𝒂𝒏𝒅𝒕 + 𝜷6𝒍𝑹𝒆𝒏𝒕𝒕 + 𝜺𝒕
An error term εt... is included in the equation due to the probabilistic nature of the model.
Where:
GDP per capita (GDPPC): (USD per capita)
CO₂ emissions:Metric tons per capita (t/capita)
Precipitation: Millimeters per year (mm/year)
Temperature (Tasmean):Degrees Celsius (CO)
Gross domestic investment (GDI):Percent of GDP (%)
Natural resource rents (Rent): Percent of GDP (%)
Arable land (Land): Percent of total land area (%)
Description of the Econometric Method Used: The model used the Autoregressive Distributed Lag (ARDL) model introduced by (Pesaran et al., 2001), which has a number of methodology strengths over the conventional cointegration models. One can use the ARDL model when the variables are of order zero I(0), order one I(1), or a combination of both (Eliw et al., 2019). This flexibility is especially useful in the light of mixed integration properties that are often found in economic and environmental data.
The dependence of the dependent variable Y on the values of the explanatory variable X is not instantaneous. Y is usually dependent on X with a time difference, referred to as a 'lag'. When there is more than one time period, the model is called a distributed lag model and takes the following formula (Pesaran et al., 2001):

Where k is the number of lag periods, b1 is the short-run impact because it gives the impact of change in X on Y during the same time period. If the same level of impact carries on, (b1+ b2) gives the change that occurs in the average value of Y in the coming period; whereas (b1+ b2 + b3) gives the change that occurs in the average value of Y in period that follows, etc., and is referred to as the separator or average multipliers. The sum of Ks is the long-run or the sum of distributed lagged multiplier is given by:

The standard coefficient is a percent of the long-run impact. It gives the impact at a specific period of time using the following formula:

Co-integration: A common single-equation approach for testing co-integration among a set of I(1) variables relies on residual-based tests, while system-based co-integration testing is generally conducted using reduced-rank approaches.

Bounds Testing: Using the cointegration form expressed by equation (4), (Pesaran et al., 2001) developed a new approach to solve the problem of testing for the existence of a level relationship between a dependent variable and a set of regressors, when it is not known with certainty whether the underlying regressors are trend- or first-difference stationary, or the existence of a long-run relationship between the dependent and explanatory variables. Derived from equation (4), bounds testing can be written as (Pesaran et al., 2001):

Stability Testing: To test the stability of ARDL Models, a proper test should be selected, like cumulative sum of recursive residuals (Cusum), which helps identify the stability of and harmony between long and short-run parameters.
Data Sources: This research relies on secondary data collected from a range of official and internationally recognized sources over the period (1990-2024). Key national sources include the Ministry of Agriculture and Land Reclamation (MALR) through its Economic Affairs Sector (https://www.agri.gov.eg/) the Central Agency for Public Mobilization and Statistics (CAPMAS) (https://www.capmas.gov.eg/home)World Bank (https://climateknowledgeportal.worldbank.org/)
RESULTS
An overview of the current state of Egyptian agriculture
Long-Term Trends in Average Temperature and Annual Rainfall in Egypt (1990–2024): The Table 1 clearly showed that Egypt experienced a noticeable warming trend between 1990 and 2024. The average monthly temperature increased from 19.9°C in 1990 to 22.3°C in 2024, meaning temperatures rose by about 2.4°Cover the period. Minimum temperatures increased even more significantly, which indicate warmer winters compared to the early 1990s. Rainfall, on the other hand, does not follow a perfectly steady decline, but it generally fluctuated at lower levels than in the early years. It decreased slightly from 4.4 mm in 1990 to about 4 mm in 2024, with some unusually high or low years in between.
Table 1: Trends in Average Temperature and Precipitation in Egypt (1990–2024)
|
Thermal range (m)
|
Rainfall amount (mm)
|
Relative humidity
(%)
|
Average monthly temperature (°C)
|
Minimum temperature (°C)
|
Maximum temperature (°C)
|
Year
|
|
21.60
|
4.4
|
42
|
19.90
|
9.10
|
30.7
|
1990
|
|
18.70
|
4.3
|
42
|
23.05
|
13.70
|
32.4
|
1991
|
|
19.90
|
4.3
|
43
|
21.25
|
11.30
|
31.2
|
1992
|
|
19.20
|
4.2
|
40
|
21.10
|
11.50
|
30.7
|
1993
|
|
18.10
|
4.2
|
45
|
20.35
|
11.30
|
29.4
|
1994
|
|
19.70
|
4.1
|
40
|
21.35
|
11.50
|
31.2
|
1995
|
|
17.10
|
4.1
|
43
|
20.15
|
11.60
|
28.7
|
1996
|
|
19.00
|
4.0
|
49
|
24.90
|
15.40
|
34.4
|
1997
|
|
19.00
|
3.9
|
46
|
20.50
|
11.00
|
30
|
1998
|
|
18.60
|
3.9
|
50
|
22.10
|
12.80
|
31.4
|
1999
|
|
19.70
|
3.8
|
46
|
19.95
|
10.10
|
29.8
|
2000
|
|
15.80
|
3.8
|
49
|
19.40
|
11.50
|
27.3
|
2001
|
|
15.41
|
3.7
|
50
|
19.09
|
11.38
|
26.79
|
2002
|
|
17.02
|
3.7
|
47
|
19.77
|
11.26
|
28.28
|
2003
|
|
18.93
|
3.6
|
52
|
20.23
|
10.76
|
29.69
|
2004
|
|
18.08
|
3.6
|
47
|
19.78
|
10.74
|
28.82
|
2005
|
|
18.71
|
3.5
|
53
|
20.56
|
11.20
|
29.91
|
2006
|
|
12.82
|
3.33
|
53
|
22.06
|
15.65
|
28.47
|
2007
|
|
12.91
|
3.67
|
53
|
22.12
|
15.66
|
28.57
|
2008
|
|
12.52
|
1.50
|
53.98
|
23.17
|
16.91
|
29.43
|
2009
|
|
12.55
|
1.58
|
54.61
|
24.25
|
17.97
|
30.52
|
2010
|
|
11.00
|
6.16
|
55.08
|
22.30
|
16.80
|
27.80
|
2011
|
|
11.10
|
4.70
|
55.38
|
22.13
|
16.42
|
27.84
|
2012
|
|
12.62
|
3.50
|
53.48
|
22.98
|
16.67
|
29.29
|
2013
|
|
12.06
|
2.67
|
53.89
|
22.97
|
16.94
|
29.00
|
2014
|
|
12.33
|
3.58
|
54.32
|
22.87
|
16.70
|
29.03
|
2015
|
|
11.50
|
1.35
|
50.40
|
25.25
|
19.50
|
31.00
|
2016
|
|
12.20
|
3.53
|
47.40
|
22.90
|
16.80
|
29.00
|
2017
|
|
12.30
|
2.85
|
52.60
|
24.05
|
17.90
|
30.20
|
2018
|
|
12.20
|
1.42
|
42.20
|
23.30
|
17.20
|
29.40
|
2019
|
|
11.80
|
3.13
|
43.00
|
24.30
|
18.40
|
30.20
|
2020
|
|
11.90
|
2.62
|
47.20
|
24.35
|
18.40
|
30.30
|
2021
|
|
12.10
|
1.30
|
47.48
|
24.55
|
18.50
|
30.60
|
2022
|
|
12.94
|
3.94
|
54.78
|
22.09
|
15.62
|
28.56
|
2023
|
|
13.18
|
3.98
|
54.90
|
22.29
|
15.70
|
28.88
|
2024
|
Source: World Bank Climate Change Knowledge Portal; Egyptian Meteorological Authority. https://climateknowledgeportal.worldbank.org/
Land Use and Irrigation Dynamics under Water Scarcity and Resource Limitations: Table (2) showed how land use and irrigation resources in Egypt evolved structurally between 1990 and 2024 with extreme shortages of natural resources. As the agricultural and cultivated land continued to increase, the rate of increase decreased since 2020, which meant that the horizontal expansion was nearing its economic and environmental boundaries because of water shortage and the increasing cost of reclamation.
Table 2: Land Use and Irrigation Water Resources in Egypt (1990–2024)
|
Land and Water Resources
|
1990
|
2000
|
2010
|
2020
|
2024
|
|
Land Resources
|
|
Total country area (thousand km²)
|
100.145
|
100.145
|
100.145
|
100.145
|
100.145
|
|
Agricultural land (thousand ha)
|
2.648
|
3.291
|
3.671
|
3.971
|
3.971
|
|
Cultivated land (thousand ha)
|
2.648
|
3.291
|
3.671
|
3.971
|
3.971
|
|
Arable land (thousand ha)
|
2.284
|
2.801
|
2.873
|
3.365
|
3.365
|
|
Permanent crops area (thousand ha)
|
364
|
490
|
798
|
606
|
606
|
|
Temporary meadows and pastures (thousand ha)
|
Not available
|
647
|
572
|
608
|
608
|
|
Forests (planted forests) (thousand ha)
|
44
|
59
|
66
|
45
|
45
|
|
Irrigation Resources
|
|
Irrigation potential (thousand ha)
|
4.420
|
4.420
|
4.420
|
4.420
|
4.420
|
|
Area equipped for irrigation (thousand ha)
|
3.246
|
3.383
|
3.610
|
3.823
|
3.823
|
|
Actually irrigated area (thousand ha)
|
2.585
|
3.383
|
3.422
|
3.422
|
3.422
|
|
Cropping intensity (%)
|
166
|
174
|
185
|
185
|
185
|
|
Area affected by salinity due to irrigation (thousand ha)
|
900
|
900
|
900
|
900
|
900
|
|
Cultivated area equipped with drainage (thousand ha)
|
3.024
|
3.024
|
3.024
|
3.024
|
3.024
|
|
Area irrigated with treated wastewater (thousand ha)
|
39
|
74
|
71
|
71
|
71
|
Source: CAPMAS, Water Resources and Irrigation Bulletin (1990-2024).
The alterations in land use patterns depicted the growing pressure on arable land and variability in permanent crop, which was indicative of water shortage as well as market-induced adaptation. The comparative standstill of temporary pastures implied a structural imbalance in the livestock development and the availability of feed, which leads to increased production costs in the animal sector.
Indicators of irrigation verified that Egypt is a high reliant area of irrigated agriculture. Despite the growth in the area under irrigation preparation, the really irrigated area had not grown past 2010, which was an indicator of inefficiencies in water use. Increasing intensity of cropping was an adaptation to land shortage but posed a concern on the sustainability of soil and water in the long term.
The constant salinity-impacted regions and the restrained growth of the wastewater reuse highlighted the systematic inefficiency of land and water management.
Egypt’s Water Supply and Demand (1990–2024): Table (3) provided a clear view of the water problem in Egypt in the long-term. One of the most noticeable tendencies in the table was the significant decrease of the per capita water level. The total renewable water resources continued to be 57.5 billion cubic meters per year, but the per-capita renewable water resources decreased from 1,020 m3/year in 1990 to approximately 574 m3/year in 2024. This depletion then made Egypt far under the global level of water poverty, implicating the fact that the water crisis was not as much caused by absolute scarcity but rather by population pressure and insufficient diversification of resources.
Table 3: Long-Term Water Supply and Demand in Egypt (1990–2024)
|
Water Resources
|
1990
|
2000
|
2010
|
2020
|
2024
|
|
Water Supply
|
|
|
National rainfall index (1990 = 100)
|
157.3
|
102.4
|
106.6
|
106.6
|
106.6
|
|
|
Average annual rainfall (mm/year)
|
18.1
|
18.1
|
18.1
|
18.1
|
18.1
|
|
|
Internal Resources
|
|
|
|
|
|
|
|
Internally produced surface water (billion m³/year)
|
0.5
|
0.5
|
0.5
|
0.5
|
0.5
|
|
|
Internally produced groundwater (billion m³/year)
|
0.5
|
0.5
|
0.5
|
0.5
|
0.5
|
|
|
Total internal renewable water resources (billion m³/year)
|
1.0
|
1.0
|
1.0
|
1.0
|
1.0
|
|
|
Per capita internal renewable water resources (m³/year)
|
34.3
|
14.5
|
12.1
|
10.0
|
9.0
|
|
|
Non-renewable water resources (billion m³/year)
|
0.0
|
0.1
|
0.2
|
0.2
|
0.2
|
|
|
Treated wastewater (billion m³/year)
|
0.0
|
1.9
|
3.4
|
4.3
|
4.5
|
|
|
External Resources
|
|
|
Surface water inflow to the country (billion m³/year)
|
55.5
|
55.5
|
55.5
|
55.5
|
55.5
|
|
|
Surface water outflow from the country (billion m³/year)
|
0
|
0
|
0
|
0
|
0
|
|
|
Total external renewable surface water (billion m³/year)
|
55.5
|
55.5
|
55.5
|
55.5
|
55.5
|
|
|
Groundwater inflow to the country (billion m³/year)
|
1
|
1
|
1
|
1
|
1
|
|
|
Groundwater outflow from the country (billion m³/year)
|
0
|
0
|
0
|
0
|
0
|
|
|
External renewable water resources (billion m³/year)
|
56.5
|
56.5
|
56.5
|
56.5
|
56.5
|
|
|
Total
|
|
|
Total renewable surface water (billion m³/year)
|
56
|
56
|
56
|
56
|
56
|
|
|
Total renewable groundwater (billion m³/year)
|
1.5
|
1.5
|
1.5
|
1.5
|
1.5
|
|
|
Overlap between surface and groundwater (billion m³/year)
|
0
|
0
|
0
|
0
|
0
|
|
|
Total renewable water resources (billion m³/year)
|
57.5
|
57.5
|
57.5
|
57.5
|
57.5
|
|
|
Per capita renewable water resources (m³/year)
|
1024.3
|
835.4
|
694.8
|
572.8
|
574.2
|
|
|
Total water withdrawals (billion m³/year)
|
168.2
|
168.2
|
168.2
|
168.2
|
168.2
|
|
|
Dam capacity (million m³)
|
2996.30
|
2443.60
|
2032.30
|
1675.50
|
1675.50
|
|
|
Water Demand
|
|
|
Agricultural water withdrawal (billion m³/year)
|
47.4
|
59
|
67
|
61.4
|
60.6
|
|
|
Industrial water withdrawal (billion m³/year)
|
4.6
|
4
|
2
|
5.4
|
5.4
|
|
|
Municipal water withdrawal (billion m³/year)
|
3.1
|
5.3
|
9
|
10.8
|
10.9
|
|
|
Total withdrawal (billion m³/year)
|
54
|
68.3
|
78
|
77.5
|
77.5
|
|
|
Freshwater withdrawal (billion m³/year)
|
96.11
|
99.23
|
94.25
|
77.2
|
77.2
|
|
|
Environmental flow requirements (billion m³/year)
|
2.6
|
2.6
|
2.6
|
2.6
|
2.6
|
|
|
Total population (thousand persons)
|
56134
|
68832
|
82761
|
100388
|
108668
|
|
Source: CAPMAS, Water Resources and Irrigation Bulletin (1990-2024).
There was also an increasing contribution of other sources of water that were non-conventional. There was a steady rise in treated wastewater, which indicated an adaptive policy reaction to water shortage. Nevertheless, its impact was not significant compared to the overall demand, which implied that reuse had not yet become large enough to cause a significant shift in the national water balance. Equally, the slow consumption of non-renewable groundwater begged the questions of sustainability in the long run and equity between generations.
Projected Rainfall and Its Implications for Egypt’s Water Security: Table (4) indicated past and future rainfall in Nile Basin till 2050, for Egypt, the estimates showed that the yearly rainfall would decrease slightly, with an average of 2 mm per year as compared to the past. Even though this decline was relatively insignificant in absolute terms, Egypt already enjoyed very low levels of rain, approximately 15 mm annually, which implied that any slight decline could only worsen the problem of water shortage.
Table 4: Historical and Projected Rainfall in the Nile Basin by 2050
|
Country
|
Historical values (mm/year)
|
GFDL (mm)
|
HGEM (mm)
|
IPSL (mm)
|
Average (mm)
|
|
Egypt
|
15
|
−1
|
−2
|
−3
|
−2
|
|
Sudan (Nile region)
|
257
|
60
|
36
|
69
|
55
|
|
Sudan (outside Nile)
|
140
|
80
|
53
|
49
|
61
|
|
South Sudan
|
959
|
68
|
34
|
153
|
85
|
|
Ethiopia
|
1173
|
90
|
40
|
472
|
201
|
Where:
Historical values (mm/year): Observed or measured annual precipitation data based on historical climate records, expressed in millimeters per year.
GFDL (mm): Precipitation values simulated by the Geophysical Fluid Dynamics Laboratory (GFDL) climate model.
HGEM (mm): Precipitation values generated by the Hadley Centre Global Environmental Model (HadGEM/HGEM) climate model.
IPSL (mm): Precipitation outputs from the Institut Pierre-Simon Laplace (IPSL) climate model.
Average (mm): The mean value of precipitation calculated from the different climate models (GFDL, HGEM, and IPSL) to provide a multi-model ensemble estimate.
Source: CAPMAS, Water Resources and Irrigation Bulletin (1990-2024).
Econometric Framework and Preliminary Tests:
Unit Root Properties and Model Selection: The Phillips–Perron test showed that the variables in the study were a mix of I(0) and I(1). GDP per capita and CO₂ emissions were non-stationary at levels (I(1)), while precipitation, temperature, investment, land, and rents were mostly stationary at levels (I(0)). This trend showed that the ARDL model would be appropriate since it could accommodate both stationary and non-stationary variables.
Climate variables and land resources were relatively stable over the period in which they changing gradually and not being significantly influenced by the short-term shocks. Conversely, GDP per capita and CO2 emission were more responsive to economic and policy shocks and this indicated changes in the economy. The ARDL model enabled us to address both the short-term dynamics and also to estimate the long-term relationships between the environmental factors and the economy.
Table 5: Results of the Phillips–Perron (PP) Unit Root Test
|
Variable
|
Test Level
|
Calculated Value
|
Critical Value 1%
|
Critical Value 5%
|
Critical Value 10%
|
|
GDPPC
|
At level
|
0.0516
|
-3.6702
|
-2.9639
|
-2.6210
|
|
First difference
|
-4.6705***
|
-3.6793
|
-2.9677
|
-2.6229
|
|
CO2
|
At level
|
-0.2654
|
-3.6702
|
-2.9639
|
-2.6210
|
|
First difference
|
-5.6254***
|
-3.6793
|
-2.9677
|
-2.6229
|
|
Prec
|
At level
|
-4.4517***
|
-3.6702
|
-2.9639
|
-2.6210
|
|
First difference
|
-15.6434***
|
-3.6793
|
-2.9677
|
-2.6229
|
|
Tas
|
At level
|
-3.6756***
|
-3.6702
|
-2.9639
|
-2.6210
|
|
First difference
|
-20.2528***
|
-3.6793
|
-2.9677
|
-2.6229
|
|
GDI
|
At level
|
-3.5458***
|
-3.6702
|
-2.9639
|
-2.6210
|
|
First difference
|
-5.4684***
|
-3.6793
|
-2.9677
|
-2.6229
|
|
Rent
|
At level
|
-2.7775*
|
-3.6702
|
-2.9639
|
-2.6210
|
|
First difference
|
-8.8723***
|
-3.6793
|
-2.9677
|
-2.6229
|
|
Land
|
At level
|
-3.4408**
|
-3.6702
|
-2.9639
|
-2.6210
|
|
First difference
|
-7.2260***
|
-3.6793
|
-2.9677
|
-2.6229
|
(Note: *stationary at 10% level; *stationary at 5% level; ***stationary at 1% level)*
Source: Calculated based on the data in Tables 1-4.
Optimal Lag Length and Quick Adjustment Dynamics:All the tests in Table 6 agreed that a single lag period is optimal, and all the criteria supported this view, which were Likelihood Ratio (LR), Final Prediction Error (FPE), Akaike Information Criterion (AIC), Schwarz Criterion (SC), and Hannan-Quinn (HQ) criterion. This was statistically effective to ensure that there was no overfitting in the modeling and that the degrees of freedom remained intact and the relevant dynamics were captured.
Table 6: Optimal Lag Length Selection Results
|
Lag
|
LogL
|
LR
|
FPE
|
AIC
|
SC
|
HQ
|
|
0
|
167.8018
|
NA
|
1.28e-16
|
-13.89581
|
-13.50085
|
-13.79648
|
|
1
|
319.2192
|
184.3342*
|
9.06e-20*
|
-21.49732*
|
-17.94273*
|
-20.60335*
|
Where: Lag: Number of lags included in the model; LogL: Log-likelihood value; LR: Likelihood Ratio test statistic; FPE: Final Prediction Error; AIC: Akaike Information Criterion; SC: Schwarz Criterion (Bayesian Information Criterion, BIC); HQ: Hannan–Quinn Information Criterion; (*): Indicates the optimal lag length selected according to each criterion
Source: Calculated based on the data in Tables 1-4.
The single lag optimality implied that the macroeconomic and environmental variables in Egypt responded to shocks and policy changes comparatively fast. This quick adaptation could have been an indication of the direct transfer of climate shocks (like droughts) into agricultural production and how resource bottlenecks impacted production immediately. The one-period lag specification meant that the conditions in the previous year have a strong impact on the current year but other impacts were absorbed by the long-run equilibrium, which was represented by the ARDL cointegration model.
ARDL Model Estimation and Diagnostic Performance
Statistical Adequacy of the ARDL Model: Table 7 showed the estimated ARDL model which had a high level of statistical adequacy. The value of the R-squared of 0.9986 meant that the variables inclided managed to explain 99.9% of the changes in the GDP per capita, and the adjusted R-squared (0.9968) showed that the model was not overfitted. The F-statistic (548.087) was very significant (p<0.0001) which proved the joint significance of all the explanatory variables. The value of DurbinWatson 2.47 indicated that there was no serious autocorrelation and the model residuals were more or less independent with time.
Table 7: Estimation of the Autoregressive Distributed Lag Model (ARDL)
Dependent Variable: LGDPPC
Sample (adjusted): 1990–2024
Selected Model: ARDL (1. 1. 1. 1. 1. 0. 0. 1)
|
Variable
|
Coefficient
|
Std. Error
|
t-Statistic
|
Prob.*
|
|
LGDPPC(-1)
|
0.445997
|
0.164658
|
2.708625
|
0.0220
|
|
LCO2
|
0.243834
|
0.176637
|
1.380421
|
0.1975
|
|
LCO2(-1)
|
0.679760
|
0.232481
|
2.923944
|
0.0152
|
|
LPRECIPITATION
|
0.089519
|
0.026612
|
3.363788
|
0.0072
|
|
LPRECIPITATION(-1)
|
0.054912
|
0.030063
|
1.826568
|
0.0977
|
|
LTASMEAN
|
-0.008267
|
0.418305
|
-0.019763
|
0.9846
|
|
LTASMEAN(-1)
|
-1.124195
|
0.364387
|
-3.085169
|
0.0115
|
|
LGDITOTL
|
-0.210523
|
0.105458
|
-1.996273
|
0.0738
|
|
LGDITOTL(-1)
|
0.199582
|
0.093131
|
2.143019
|
0.0577
|
|
LTOURISM
|
0.021189
|
0.025327
|
0.836609
|
0.4224
|
|
LLAND
|
0.378743
|
0.118681
|
3.191262
|
0.0096
|
|
LRENTS
|
-0.025564
|
0.012024
|
-2.125973
|
0.0594
|
|
LRENTS(-1)
|
0.023225
|
0.007727
|
3.005534
|
0.0132
|
|
C
|
8.821400
|
2.192602
|
4.023256
|
0.0024
|
- R-squared: 0.998598
- Adjusted R-squared: 0.996777
- S.E. of regression: 0.016823
- Sum squared resid: 0.002830
- Log likelihood: 74.49070
- F-statistic: 548.087
|
- Prob(F-statistic): 0.000000
- Durbin-Watson stat: 2.473820
- Akaike info criterion: -5.040892
- Schwarz criterion: -4.353694
- Hannan-Quinn criterion: -4.858578
- Mean dependent var: 9.038715
- S.D. dependent var: 0.296314
|
Source: Calculated based on the data in Tables 1-4.
The estimates of the coefficients gave a number of findings. Current and lagged precipitation, lagged CO2 emissions had positive effects on GDP per capita in the short run, indicating the significance of water availability and energy-intensive production. On the other hand, the lagged temperature (Tasmean) had a strong negative impact, which agreed with the hypothesis that high temperatures lowered the labor productivity and agricultural yields. The negative value of current domestic investment (GDI) could have seemed counterintuitive at first sight but it might have been an indication of the adjustment cost or consumption displacement in the short run. The high lags of the CO2 emissions, rents and investment implied that the economy was slow to respond to the variations of these variables and both the short run shocks and the long run equilibrium forces were in action.
Short-Run and Long-Run Dynamics of Economic Growth:
In the short run increases in precipitation and land availability boosted GDP per capita. While temperature shocks reduced growth Lagged effects of CO₂ emissions rents and investment showed that adjustments took time In the long run CO₂ emissions and land positively influenced growth whereas high reliance on rents can harmed stability. Past GDP per capita strongly shaped future growth highlighting the need for policies that balance resource use with environmental sustainability.

Fig 1: ARDL Short and Long Run Effects on GPD per capita: In the long run, GDI (≈ -0.20) and natural resource rents (≈ -0.05) negatively affect GDP per capita, while land (≈ 0.38) and CO2 (≈ 0.25) remain positive. Overall, temperature reduces growth in the short run and investment inefficiencies matter in the long run, while land and CO2 consistently support economic growth.
Source: Authors work 2025
Cointegration and Long-Run Equilibrium Analysis
Residual Stationarity and Error Correction Mechanism: Table 8 showed that the residuals were stationary at both the level and the first difference at the 1% significance level, which confirmed the stability of the ARDL model. This result indicated that the estimated relationships among the study variables were reliable and not spurious. It also suggested that both climatic variables, such as rainfall and temperature, and economic and water-related variables moved together in a consistent way over time.
Moreover, the significance of the error correction term (ECT) confirmed the existence of a long-run equilibrium relationship among these variables. Any short-run deviations caused by economic shocks or climate variability were gradually corrected, allowing the system to return to its long-term path. In general, this helped to prove the strength of the model and emphasized its applicability to policy analysis and forecasting in the future.
Table 8: Residual Stationary Test Results for the Study Variables
|
Variable
|
Level
|
Test Statistic
|
Prob.
|
|
Residuals (ECT)
|
At level
|
-6.042331***
|
0.0001
|
|
First difference
|
-6.437046***
|
0.0000
|
*Note: * Significance at 10%. ** at 5%. and *** at 1%.
Source: Calculated based on the data in Tables 1-4.
Bounds Test and Long-Run Cointegration: Table 9 showed that the bounds test F-statistic (7.41) exceeded the upper critical values at all significance levels confirming a long-run cointegration among the variables this rejecting the null of no cointegration. It implied that CO₂ emissions precipitation temperature, land, and rents jointly drove long-term GDP per capita validating the ARDL framework for analyzing both short- and long-run dynamics.
Table 9: Bounds Test and Cointegration Results
|
K
|
Value
|
Test Statistic
|
|
7
|
7.405694
|
F-Statistic
|
|
Critical Value Bounds
|
|
Lower Bound (I0)
|
Upper Bound (I1)
|
Significance Level
|
|
2.03
|
3.13
|
10%
|
|
2.32
|
3.50
|
5%
|
|
2.60
|
3.84
|
2.5%
|
|
2.96
|
4.26
|
1%
|
| |
|
|
|
|
Source: Calculated based on the data in Tables 1-4.
Long-Run Economic Impacts of Environmental and Resource Variables
Long-Run Coefficients and Growth Drivers: Table 10 indicated that long-run GDP per capita is most strongly affected by the CO2 emissions (coefficient = 1.667. p < 0.01), which indicated the connection between growth and energy consumption Preciosity and land availability were also significant and positive which reminded about the necessity of the measures aimed at promoting the sustainable use of resources and environmentally friendly management to ensure the enhancement of the long-term growth.
Table 10: Estimated Long-Run Coefficients between the Variables
|
Variable
|
Coefficient
|
Std. Error
|
t-Statistic
|
Prob.
|
|
LCO2
|
1.667127
|
0.107448
|
15.51573
|
0.0000
|
|
LPRECIPITATION
|
0.260703
|
0.107606
|
2.422754
|
0.0359
|
|
LTASMEAN
|
-2.044142
|
1.558545
|
-1.311571
|
0.2190
|
|
LGDITOTL
|
-0.019748
|
0.109753
|
-0.179932
|
0.8608
|
|
LTOURISM
|
0.038247
|
0.048444
|
0.789510
|
0.4481
|
|
LLAND
|
0.683647
|
0.259625
|
2.633213
|
0.0250
|
|
LRENTS
|
-0.004221
|
0.018403
|
-0.229372
|
0.8232
|
Source: Calculated based on the data in Tables 1-4.
Short-Run Dynamics and Adjustment Processes: Table 11 showed that in the short run CO₂ emissions and precipitation positively and significantly affected GDP per capita are supporting the role of environmental and climatic factors in growth. Conversely domestic investment and resource rents negatively impacted short-term performance, while temperature had an insignificant effect indicating a limited role in short-term fluctuations.
Table 11: Short-Run Estimation and Error Correction Model
|
Variable
|
Coefficient
|
Std. Error
|
t-Statistic
|
Prob.
|
|
C
|
8.821400
|
0.876152
|
10.06834
|
0.0000
|
|
D(LCO2)
|
0.243834
|
0.089908
|
2.712028
|
0.0219
|
|
D(LPRECIPITATION)
|
0.089519
|
0.011445
|
7.821727
|
0.0000
|
|
D(LTASMEAN)
|
-0.008267
|
0.124930
|
-0.066174
|
0.9485
|
|
D(LGDITOTL)
|
-0.210523
|
0.045368
|
-4.640340
|
0.0009
|
|
D(LRENTS)
|
-0.025564
|
0.005413
|
-4.722287
|
0.0008
|
|
CointEq(-1)*
|
-0.554003
|
0.055203
|
-10.03581
|
0.0000
|
- R-squared: 0.887395
- Adjusted R-squared: 0.847652
- S.E. of regression: 0.012903
- Sum squared resid: 0.002830
- F-statistic: 22.32832
|
- Prob(F-statistic): 0.000000
- Durbin-Watson stat: 2.473820
- Log likelihood: 74.49070
- Akaike info criterion: -5.624225
- Schwarz criterion: -5.280626
- Hannan-Quinn criter.: -5.533068
|
Source: Calculated based on the data in Tables 1-4.
The error correction term (CointEq(-1)) is negative and highly significant indicating a stable long-run equilibrium with about 55% of deviations corrected each period. The model fit well (R² = 0.887. F-statistic significant), and the Durbin–Watson statistic near 2 confirmed no serious autocorrelation. These results demonstrate the ARDL model’s robustness in capturing both short-run dynamics and long-run adjustments.
Model Diagnostic and Stability Tests: The ARCH test showed high p-values for both the F-statistic (0.8885) and Chi-Square (0.8820) indicating no ARCH effects this confirmed homoscedasticity of residuals. The stable variance of shocks ensured the ARDL model was reliable for forecasting and that policy recommendations were not biased by variance instability.
Table 12: Diagnostic Tests for Heteroskedasticity and Serial Correlation (ARCH and LM Tests)
|
Statistic
|
Value
|
Probability
|
|
ARCH Test
|
|
F-statistic
|
0.020145
|
Prob. F(1.21) = 0.8885
|
|
Obs*R-squared
|
0.022042
|
Prob. Chi-Square(1) = 0.8820
|
|
LM Test
|
|
F-statistic
|
1.166162
|
Prob. F(1.9) = 0.3083
|
|
Obs*R-squared
|
2.753043
|
Prob. Chi-Square(1) = 0.0971
|
Where:
ARCH Test (Autoregressive Conditional Heteroskedasticity Test): Tests for heteroskedasticity in the error terms (time-varying variance). The null hypothesis assumes constant variance (no ARCH effects). If Prob. > 0.05, the null is not rejected, indicating no heteroskedasticity.
LM Test (Lagrange Multiplier Test for Serial Correlation): Tests for serial correlation in the residuals. The null hypothesis assumes no autocorrelation. If Prob. > 0.05, the null is not rejected, indicating no serial correlation in the model errors.
Source: Calculated based on the data in tables (1, 2, 3, 4).
LM Test and Residual Autocorrelation: Table 12 indicated that the LM test F-statistic (1.166. p = 0.3083) and Obs*R-squared (2.753. p = 0.0971) were insignificant and showed that there was no significant autocorrelation in the residual values. The model was sound but had a minor trace of poor autocorrelation. This justified the effectiveness of the model in capturing the climate-economy relations consistently with past research and did not match the issue of serial correlation in certain macroeconomic models.
Residual Distribution and Model Predictive Reliability: The histogram of the residuals depicted a more or less even distribution about zero, with narrow range (-0.02 to +0.02) which indicated low variation and unbiased estimates. The distribution was near normal that justified t- and F-tests. This indicated that the model could be highly predictive and could be used to give reliable policy decisions.
Structural Stability and Parameter Consistency: In Figure (2), the outcomes of the CUSUM test indicated that the plotted line did not cross the 5% significance limits in the course of the study. This implied that the estimated model was not structurally unstable meaning that the relationship between the economic variables was stable and constant with time. The model provided credible evidence of the economic interpretation and policy implications in the absence of concern about parameter instability.

Fig 2: Cumulative Sum Test (The Cumulative Sum (CUSUM) Test is a statistical test used in applied economics and econometrics to assess the stability of a model’s parameters over time. It examines the cumulative sum of the recursive residuals from a regression model)
Source: Authors work in this study 2025
CUSUM of Squares test (Figure 3) indicated that the cumulative sum line did not exceed the 5% significance levels throughout the entire period. This meant that the model was not affected by structural breaks or instability which was used to validate the strength of the estimated parameters. Thus, it was possible to say that the model was good enough to explain the economic relations underlying it and to recommend sound policies.

Fig 3: Cumulative of Squares Test (Cumulative of Squares Test: It is a statistical test used in applied economics and economic modeling to verify the structural stability of a model over time. In other words, this test helps the researcher determine whether the parameters of the model remain constant or change during the study period).
Source: Authors work in this study 2025
DISCUSSION
This research paper examines how the economic performance of Egypt is influenced by the climate variables based on thirty years of data and ARDL approach. These findings confirm as well as deviate previous results in the climate economy literature. The negative coefficient of temperature in the short run is in line with (da Silva and Drobinski, 2020; Burke et al., 2015) that reported productivity loss with heat exposure in the developing economies. As opposed to (Dell et al., 2008; Burke and Tanutama, 2019) who found that long-run effects of temperatures are permanent long-run damages, the current findings suggest that the effects of temperatures in Egypt are not statistically significant in the long run. This implies existence of adjustment measures, like irrigation systems, technological changes, or a changing nature of economic action. This disparity is probably due to the fact that Egypt relies much on the Nile as opposed to agriculture that relies on rainfall.
Precipitation appears to be one of the major sources of economic growth both in the short term as well as in the long term according to (Auffhammer et al., 2012), who stated that rainfall is one of the factors that enhance the productivity of agriculture in the monsoon-dependent areas. Such an outcome is especially necessary when (Ashour et al., 2024; Elgohary, 2025) predicts that water availability in Upper Egypt will decrease in the future due to climate change. The drastic reduction in the per capita water resources noted in the descriptive analysis between over 1.020 m3/year in 1990 and approximately 574 m3/year in 2024 also contributes to the issues (Abdelazez et al., 2024) expressed with respect to rising water stress in Egyptian regions. It is in this respect that the positive value of the precipitation coefficient gives quantitative support that water shortage is a binding factor to the route of the Egyptian development.
A statistically significant and positive coefficient on CO2 emissions is one of the most policy-relevant results of the research. This result is aligned with (Ali et al., 2019) in the case of Pakistan and (Alagidede et al., 2016) in the case of Sub-Saharan Africa, where the use of fossil fuels continues to support the growth of the economy. Nonetheless, this correlation should be viewed with some reservations (Diffenbaugh and Burke, 2019) revealed that the warming caused by emissions has increased global inequality in incomes, whereas (Carleton and Hsiang, 2016) reported the increase in social costs of climate change. The estimated coefficient reflects the existing role of energy use in productivity without accounting for the environmental and macroeconomic risks as pointed out by (Zhu and Xie, 2023; Chen and Cui, 2023). Egypt is thus in an apparent trade-off where short-term growth is still closely connected to the supply of energy, but long-term sustainability means decoupling economic growth to the carbon-intensive growth as highlighted by (Crafts & Mills, 2017).
In both model specifications, arable land has a positive impact, which expands the agricultural supply-side results of (Eliw et al., 2019) to the macroeconomic scale. Simultaneously, the statistics show a decrease in the pace of land reclamation since 2020, which means that the physical and environmental restrictions are getting stricter. The negative short run coefficients of investment and natural resource rents sound counterintuitive but can be justified by the adjustment costs and transition inefficiency. Investment can take some time before it will give quantifiable returns, a property clearly incorporated into the ARDL model created by (Pesaran et al., 2001). The adverse effect of resource rents can be a manifestation of resource-curse processes, according to which a dependence on natural riches may be disastrous to productivity and institutional quality in the short-run.
Methodologically, the single country focus concedes the statistical power of cross country panel studies to institutional and geographic specificity. Although research like (Burke et al., 2015; da Silva and Drobinski, 2020) can find global average impacts, Egypt is heavily reliant on Nile water and its dynamics can be lost in the multi-country studies. The ARDL model was suitable to deal with variables with mixed order of integration, which is in line with the results (Eliw et al., 2019). However, utilization of annual data can mask the issue of seasonal vulnerability (Auffhammer et al., 2012; Taher, 2019) underlined the value of seasonal timing in the formation of farming and economic results, indicating that further studies need to utilize seasonal or intra-annual information, specifically with reference to Nile floods and cultivation arrangements.
There are a few limitations that ought to be considered. The analysis presupposes linear relationships, although (Burke et al., 2015) shows that the effect of temperature becomes non-linear at critical points. It does not explicitly model institutional quality and human capital, which (Crafts and Mills, 2017) define as the key to long-run growth. Moreover, the health effects of temperature, which are reported by (Basu and Samet, 2002; Curriero et al., 2002), are not directly taken into account but are implicit. These limitations indicate obvious directions in the future research without contradicting the main findings of the study.
The consequences of the policy are across various sectors. The water management is an immediate concern due to the high impact of precipitations and the future predictions of the decrease of the water supply. Enhancing efficiency of irrigation and increasing wastewater reuse are some viable adaptation measures. The positive CO2 coefficient in the energy sector represents the economic realities presently, but cannot be used as a future policy guide.
The systemic risks of climate extremes and environmental degradation continue to be built up by the constant reliance on fossil fuels, as (Zhu and Xie, 2023; Chen and Cui, 2023) argue. Even though Egypt has a comparatively low contribution of 0.6% to the global emissions based on the national reporting of domestic co-benefits of renewable energy implementation, there has been a good reason to hasten the shift, which is due to the fact that better air quality and increased energy security is the reward of the deployment of renewable energy sources.
There is also the issue of adjustment to increasing temperatures that should be given special consideration. The fact that there is no important long-run temperature effect implies a certain level of resilience, which may be achieved by adaptive agricultural, infrastructure, or labor organization practices. Nonetheless, Diffenbaugh and Burke (2019) warn against over-reliance on the adaptation without adequate mitigation on the global level. Furthermore, the estimates on the national level can conceal gross regional differences, and like in the case of Upper Egypt, water stress might be more extreme than the aggregate findings, according to (Abdelazez et al., 2024).
Conclusions: The paper demonstrates that climate factors play a key role in determining economic performance of Egypt with water being the most perennial and restrictive factor of growth. The findings support regional data and also offer country-specific information that corresponds to the Egyptian environmental and economic peculiarities. They also reveal that the ARDL approach is easily applicable to the analysis of relationships between climate economics in situations where the data is scarce. The current research ought to be developed in the future with filling the gaps by utilizing more precise data about the season, non-linear modeling, and inclusion of health and institutional factors directly. The biggest issue in the future is evident: Egypt has to enhance its ability to adjust to inevitable climate effects, at the same time making its own contribution to the global mitigation process, not to mention the fact that it has to maintain the economic growth that will enable it to sustain the development and social stability.
Conflict of Interest: The authors declare no conflict of interest.
Acknowledgments: Princess Nourah bint Abdulrahman University Researchers Supporting Project number (PNURSP2026R260), Princess Nourah bint Abdulrahman University, Riyadh, Saudi Arabia
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