Submitted:
10 February 2025
Posted:
13 February 2025
You are already at the latest version
Abstract
We utilize monthly state-level data from 50 U.S. states to provide the first evidence regarding the role of interest rates as effect modifiers in the commonly held assumption that climate change adversely affects economic conditions. Employing a semi-parametric smooth varying coefficient model (SVCM), we analyze the economic impact of climate change while allowing the coefficient related to economic conditions to vary smoothly with the interest rate (the effect modifier) from April 1987 to December 2022. Our findings indicate that the widely accepted belief in a negative impact from climate change is particularly evident in the coldest states in the U.S. Additionally, we observe that this negative effect manifests as a slower rate of improvement in economic conditions in some of the ten hottest states. We confirm that the effect modifier plays a significant role in about 80% of the states studied. While most states experienced a negative effect of climate change prior to the Global Financial Crisis (GFC), the results largely reverse in its aftermath. From a policy perspective, our validation of heterogeneity in the relationship between climate change and state-level economic conditions suggests that for a geographically diverse economy like the U.S., targeted initiatives tailored to mitigate the economic effects of climate change in specific states are the most effective approach.
Keywords:
1. Introduction
2. Data and Preliminary Statistics
3. Methodology
4. Main Empirical Results and Discussion of Finding


4.1. Robustness Check Results
5. Conclusion
| 1 | The CEAI as utilized in the study by Sheng et al. (2022) includes four indicators namely, nonfarm payroll employment, the unemployment rate, average hours worked in manufacturing and wages and salaries. |
| 2 | The ECI as utilized in this study are based on the work of Baumeister et al. (2022), where the indexes are derived from mixed-frequency dynamic with factor model weekly, monthly, and quarterly variables that covers multiple dimensions of the aggregate and the state economies. In a more specific term, the ECI comprises of variables from six broad dimensions, namely, labour market indicators, mobility measures, real economic activity, financial indicators, household indicators and expectation measures. |
| 3 | |
| 4 | Arizona, Connecticut Delaware, Illinois, Iowa, Maine, Maryland, Massachusetts, Missouri, Montana, New Hampshire, New Jersey, Rhode Island, South Dakota, Texas, Vermont, Verginia, and West Verginia |
References
- Acevedo, S., Mrkaic, M., Novta, N., Pugacheva, E., & Topalova, P. (2020). The effects of weather shocks on economic activity: What are the channels of impact? Journal of Macroeconomics, 65, 103207. [CrossRef]
- Adediran, I.A., Isah, K.O., Ogbonna, A.E., & Badmus, S.K. (2023). A global analysis of the macroeconomic effects of climate change. Asian Economics Letters. [CrossRef]
- Adom, P. K., & Amoani, S. (2021). The role of climate adaptation readiness in economic growth and climate change relationship: An analysis of the output/income and productivity/institution channels. Journal of Environmental Management, 293, 112923. [CrossRef]
- Baumeister, C., Leiva-León, D., & Sims, E. (2022). Tracking weekly state-level economic conditions. The Review of Economics and Statistics. [CrossRef]
- Bloesch, J., and Gourio, F. (2015). The effect of winter weather on U.S. economic activity. Economic Perspectives, 39(1), https://www.chicagofed.org/publications/economic-perspectives/2015/1q-bloesch-gourio.
- Burke, M., Hsiang, S.M., & Miguel, E. (2015). Global non-linear effect of temperature on economic production. Nature, 527, 235-239. [CrossRef]
- Cepni, O., Gupta, R.., Liao, W., & Ma, J. (2024). Climate Risks and Forecastability of the Weekly State-Level Economic Conditions of the United States. International Review of Finance, 24(1), 154-162. [CrossRef]
- Colacito, R., Hoffmann, B., & Phan, T. (2019). Temperature and growth: A panel analysis of the United States. Journal of Money, Credit and Banking, 51, 313–68. [CrossRef]
- Dell, M., Jones, B.F., and Olken, B.A. (2012). Temperature shocks and economic growth: Evidence from the last half century. American Economic Journal: Macroeconomics, 4, 66–95.
- Dell, M., Jones, B.F., and Olken, B.A. (2014). What do we learn from the weather? The new climate-economy literature. Journal of Economic Literature, 52, 740–98. [CrossRef]
- Donadelli, M., Grüning, P., Jüppner, M., Kizys, R. (2021). Global temperature, R&D expenditure, and growth. Energy Economics, 104, 105608. [CrossRef]
- Donadelli, M., Jüppner, M., & Vergalli, S. (2022). Temperature variability and the macroeconomy: A world tour. Environmental and Resource Economics, 83, 221-259. [CrossRef]
- Hastie, T., and R. J. Tibshirani (1993). Varying-coefficient models (with discussion). Journal of the Royal Statistical Society, Series B55, 757-796.
- Kalkuhl, M., & Wenz, L. (2020). The impact of climate conditions on economic production: Evidence from a global panel of regions. Journal of Environmental Economics and Management, 103, 102360. [CrossRef]
- Kahn, M.E., Mohaddes, K., Ng, R.N.C., Pesaran, M.H., Raissi, M., & Yang, J.C. (2021). Long-term macroeconomic effects of climate change: A cross-country analysis. Energy Economics, 104, 105-624. [CrossRef]
- Li, Q., and J. S. Racine (2007). Nonparametric Econometrics: Theory and Practice. Princeton, NJ: Princeton University Press.
- Li, Q., and J. S. Racine (2010). Smooth varying-coefficient estimation and inference for qualitative and quantitative data. Econometric Theory, 26, 1607-1637. [CrossRef]
- Mohaddes, K., Ng, R.N.C., Pesaran, M.H., Raissi, M., & Yang, J. (2023). Climate change and economic activity: evidence from US states. Oxford Open Economics, 00, 1–11. [CrossRef]
- Rios-Avila, F. (2020). Smooth varying-coefficient models in Stata. Stata Journal, 20, 647-679. [CrossRef]
- Salisu, A.A; Isah, K.O, & Vo, X.V. (2024). The “effect modifier” of US interest rate in the economic policy uncertainties and economic conditions of fifty (50) US states: A semi-parametric smooth varying-coefficient approach. The North America Journal of Economics and Finance. [CrossRef]
- Sheng, X., Gupta, R., & Cepni, O. (2022). The effects of climate risks on economic activity in a panel of U.S. States: The role of uncertainty. Economic Letter, 213, 110374. [CrossRef]






| U.S. states | Mean | U.S. states | Mean | ||
| TEMP | ECIs | TEMP | ECIs | ||
| Alabama | 0.501 | 0.009 | Nebraska | 1.095 | 0.182 |
| Alaska | 1.820 | -0.027 | Nevada | 1.552 | 0.067 |
| Arizona | 1.667 | 0.044 | New Hampshire | 1.720 | 0.019 |
| Arkansas | 0.544 | 0.022 | New Jersey | 2.064 | 0.007 |
| California | 1.634 | 0.025 | New Mexico | 1.490 | 0.087 |
| Colorado | 1.537 | 0.067 | Ney York | 1.533 | -0.005 |
| Connecticut | 1.853 | 0.006 | North Carolina | 1.000 | 0.003 |
| Delaware | 1.937 | 0.006 | North Dakota | 1.426 | 0.000 |
| Florida | 1.263 | 0.054 | Ohio | 1.233 | 0.007 |
| Georgia | 0.827 | 0.037 | Oklahoma | 0.569 | 0.004 |
| Idaho | 1.328 | 0.056 | Oregon | 1.426 | 0.045 |
| Illinois | 1.008 | 0.039 | Pennsylvania | 1.338 | 0.018 |
| Indiana | 1.036 | 0.095 | Rhode Island | 2.058 | 0.003 |
| Lowa | 0.835 | 0.057 | South Carolina | 0.936 | 0.031 |
| Kensas | 0.885 | 0.057 | South Dakota | 1.207 | -0.007 |
| Kentucky | 0.790 | 0.076 | Tennessee | 0.729 | 0.037 |
| Louisiana | 0.667 | 0.010 | Texas | 1.039 | 0.021 |
| Maine | 1.708 | 0.043 | Utah | 1.641 | 0.022 |
| Maryland | 1.620 | 0.050 | Vermont | 1.702 | 0.051 |
| Massachusetts | -0.027 | -0.027 | Virginia | 1.145 | 0.068 |
| Michigan | 1.614 | 0.053 | Washington | 1.170 | -0.001 |
| Minnesota | 1.603 | 0.122 | West Virginia | 1.007 | -0.008 |
| Mississippi | 0.511 | 0.084 | Wisconsin | 1.468 | 0.023 |
| Missouri | 0.719 | 0.046 | Wyoming | 1.501 | 0.017 |
| Montana | 1.475 | 0.036 | |||
| U.S. states | Correlation result | U.S. states | Correlation result | ||
| Corr. Value | Prob. Value | Corr. Value | Prob. Value | ||
| Alabama | -0.0719 | 0.1370 | Nebraska | -0.0405 | 0.4019 |
| Alaska | -0.1418*** | 0.0032 | Nevada | -0.1446*** | 0.0027 |
| Arizona | -0.1870*** | 0.0001 | New Hampshire | -0.1382*** | 0.0041 |
| Arkansas | -0.0506 | 0.2952 | New Jersey | -0.1627*** | 0.0007 |
| California | -0.2107*** | 0.0000 | New Mexico | -0.2396***` | 0.0000 |
| Colorado | -0.1359*** | 0.0048 | Ney York | -0.0962** | 0.0464 |
| Connecticut | -0.1346*** | 0.0052 | North Carolina | -0.1203** | 0.0126 |
| Delaware | -0.1638*** | 0.0007 | North Dakota | 0.0176 | 0.7147 |
| Florida | -0.1100*** | 0.0226 | Ohio | -0.0756 | 0.1178 |
| Georgia | -0.0887* | 0.0664 | Oklahoma | -0.0982** | 0.0419 |
| Idaho | -0.0809* | 0.0940 | Oregon | -0.1034** | 0.0322 |
| Illinois | -0.0324 | 0.5021 | Pennsylvania | -0.0931* | 0.0539 |
| Indiana | -0.0555 | 0.2578 | Rhode Island | -0.1613*** | 0.0008 |
| Lowa | -0.0124 | 0.7973 | South Carolina | -0.1071** | 0.0264 |
| Kensas | -0.0669 | 0.1664 | South Dakota | 0.0013 | 0.9783 |
| Kentucky | -0.0688 | 0.1543 | Tennessee | -0.0808* | 0.0945 |
| Louisiana | -0.0957** | 0.0476 | Texas | -0.1521*** | 0.0016 |
| Maine | -0.1425*** | 0.0031 | Utah | -0.1084** | 0.0247 |
| Maryland | -0.1228** | 0.0109 | Vermont | -0.1253*** | 0.0094 |
| Massachusetts | -0.1534*** | 0.0014 | Virginia | -0.1129** | 0.0198 |
| Michigan | -0.0553 | 0.2526 | Washington | -0.0656 | 0.1749 |
| Minnesota | -0.0263 | 0.5860 | West Virginia | -0.0867* | 0.0727 |
| Mississippi | -0.0797* | 0.0990 | Wisconsin | -0.0322 | 0.5050 |
| Missouri | -0.0456 | 0.3452 | Wyoming | -0.0608 | 0.2084 |
| Montana | -0.0165 | 0.7325 | |||
| H0: Parametric Model H1: SVCM y=x*b(z)+e | |||
| US-50-States | Model 1 y=x*b0+g*z+(z*x)b1+e | Model 2 y=x*b0+g*z+(z*x)*b1+(z^2*x)*b2+e | Model 3 y=x*b0+g*z+(z*x)*b1+(z^2*x)*b2+(z^3*x)*b3+e |
| Alabama | 1.5819***(0.0030) | 1.4819**(0.0101) | 1.4966***(0.0091) |
| Alaska | 3.0093***(0.0000) | 3.2586***(0.0000) | 3.1768***(0.0000) |
| Arizona | 2.6096***(0.0000) | 1.5063***(0.0087) | 1.5379***(0.0066) |
| Arkansas | 1.9885***(0.0000) | 1.7897***(0.0002) | 1.7967***(0.0002) |
| California | 1.9873***(0.0000) | 2.0271***(0.0000) | 2.0786***(0.0000) |
| Colorado | 2.1439***(0.0000) | 1.7737***(0.0001) | 1.7780***(0.0001) |
| Connecticut | 2.5922***(0.0000) | 2.2181***(0.0000) | 2.2138***(0.0000) |
| Delaware | 2.4421***(0.0000) | 2.3910***(0.0000) | 2.4859***(0.0000) |
| Florida | 1.8696***(0.0000) | 1.7333***(0.0000) | 1.7022***(0.0000) |
| Georgia | 1.7968***(0.0000) | 1.4433**(0.0134) | 1.4626**(0.0115) |
| Idaho | 1.5171***(0.0077) | 1.3934**(0.0288) | 1.3380**(0.0499) |
| Illinois | 1.1443(0.3351) | 0.0932(0.9119) | -9.9E+01(1.0000) |
| Indiana | 1.4100**(0.0339) | 1.4540**(0.0247) | 1.4797**(0.0212) |
| Lowa | 1.7722***(0.0004) | 1.7504***(0.0006) | 1.7522***(0.0007) |
| Kensas | 1.8918***(0.0000) | 1.5975***(0.0013) | 1.6256***(0.0010) |
| Kentucky | 1.4107**(0.0139) | 1.3436**(0.0307) | 1.3722**(0.0233) |
| Louisiana | 2.3123***(0.0000) | 2.1134***(0.0002) | 2.2333***(0.0001) |
| Maine | 2.1154***(0.0000) | 2.1743***(0.0000) | 2.1639***(0.0000) |
| Maryland | 1.4473**(0.0171) | 1.4750**(0.0138) | 1.4907**(0.0126) |
| Massachusetts | 2.7002***(0.0000) | 2.4055***(0.0000) | 2.3382***(0.0000) |
| Michigan | 1.3753**(0.0326) | 1.3719**(0.0352) | 1.3795**(0.0342) |
| Minnesota | 1.2169(0.1235) | 1.1754(0.1717) | 1.1714(0.1790) |
| Mississippi | 2.2464***(0.0000) | 1.8481***(0.0023) | 1.8635***(0.0025) |
| Missouri | 1.9126*(0.0585) | 0.3712(0.8914) | 0.5167(0.7129) |
| Montana | 2.7471***(0.0000) | 2.2072***(0.0000) | 2.0919***(0.0000) |
| Nebraska | 1.3270*(0.0622) | 1.3134*(0.0719) | 1.2714(0.1018) |
| Nevada | 2.1204***(0.0000) | 1.8208***(0.0000) | 1.6597***(0.0011) |
| New Hampshire | 2.8003***(0.0000) | 2.3229***(0.000) | 2.3551***(0.0000) |
| New Jersey | 2.6102***(0.0000) | 2.3674***(0.0000) | 2.4817***(0.0000) |
| New Mexico | 2.2813***(0.0000) | 1.6718***(0.0000) | 1.3800**(0.0271) |
| Ney York | 1.9164***(0.0000) | 1.8574***(0.0000) | 1.8971***(0.0001) |
| North Carolina | 1.8793***(0.0000) | 1.8607***(0.0000) | 1.8864***(0.0001) |
| North Dakota | 1.6270***(0.0055) | 1.5888***(0.0087) | 1.6208***(0.0072) |
| Ohio | 1.3876**(0.0256) | 1.3866**(0.0270) | 1.4207**(0.0201) |
| Oklahoma | 1.3696**(0.0221) | 1.1309(0.2156) | 1.1283(0.2214) |
| Oregon | 1.5072***(0.0034) | 1.4852***(0.0048) | 1.4809***(0.0053) |
| Pennsylvania | 1.7013***(0.0005) | 1.6699***(0.0008) | 1.7036***(0.0006) |
| Rhode Island | 1.9705***(0.0000) | 1.9432***(0.0010) | 1.9881***(0.0008) |
| South Carolina | 0.0000(0.9999) | 0.4675 | 0.5037 |
| South Dakota | 1.8246***(0.0001) | 1.4439**(0.0135) | 1.4173**(0.0189) |
| Tennessee | 1.9709***(0.0003) | 1.9234***(0.0006) | 1.9761***(0.0005) |
| Texas | 1.7634***(0.0002) | 1.7049***(0.0005) | 1.7192***(0.0004) |
| Utah | 1.9701***(0.0000) | 1.7720***(0.00001) | 1.7582***(0.0001) |
| Vermont | 1.9436***(0.0008) | 1.9275***(0.0012) | 2.0304***(0.0006) |
| Virginia | 1.4775**(0.0120) | 1.3948**(0.0288) | 1.4168**(0.0246) |
| Washington | 1.3215**(0.0391) | 1.2845*(0.0583) | 1.2612*(0.0745) |
| West Virginia | 1.0145(0.4526) | 0.7913(0.8908) | 0.6752(0.9788) |
| Wisconsin | 1.6000***(0.0011) | 1.5378***(0.0029) | 1.5374***(0.0030) |
| Wyoming | 4.7800***(0.0000) | 3.2818***(0.0000) | 3.0360***(0.0000) |
Disclaimer/Publisher’s Note: The statements, opinions and data contained in all publications are solely those of the individual author(s) and contributor(s) and not of MDPI and/or the editor(s). MDPI and/or the editor(s) disclaim responsibility for any injury to people or property resulting from any ideas, methods, instructions or products referred to in the content. |
© 2025 by the authors. Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (http://creativecommons.org/licenses/by/4.0/).