Exchange Rate Fluctuations and Macroeconomic Stability in Kenya: A SVAR Model
Abstract
This study examines the dynamic relationship between exchange rate fluctuations and macroeconomic stability in Kenya over the period 1980–2024, a period characterized by persistent currency depreciation and fragile macroeconomic conditions. Anchored in Purchasing Power Parity (PPP) theory and supported by the Mundell-Fleming Model and New Keynesian Theory, the study adopts a pragmatist philosophy and employs a quantitative, descriptive-correlational research design. Annual time-series data on six macroeconomic variables — bilateral exchange rate (BIER), inflation rate (INFLR), GDP growth rate (GDPGR), net balance of payments (NBOP), interest rate (IR), and fiscal deficit (FD) — were analysed using the Structural Vector Autoregressive (SVAR) model, complemented by Granger causality tests, impulse response functions (IRFs), and forecast error variance decomposition (FEVD). Trend analysis yielded a coefficient of 2.707 (p = 0.000), confirming a statistically significant and sustained depreciation of the Kenyan shilling. Granger causality results established that exchange rate fluctuations significantly precede fiscal deficit changes (p = 0.0225), while fiscal deficit strongly Granger-causes interest rates (p = 0.0003) and GDP growth (p = 0.0456). IRF analysis demonstrated that a one-standard deviation exchange rate shock triggers an immediate rise in inflation, a short-term contraction in GDP growth, worsening of the balance of payments, and a tightening monetary policy response. Variance decomposition confirmed that while most macroeconomic variables are predominantly driven by their own past innovations, exchange rate shocks account for approximately 6.8% of inflation variance and up to 5.5% of fiscal deficit variance in the medium term. These findings underscore the centrality of exchange rate stability to Kenya's macroeconomic framework and call for coordinated fiscal-monetary policy responses, integration of exchange rate signals into inflation-targeting frameworks, and alignment of macro policy with the objectives of Kenya Vision 2030.
Keywords
Exchange Rate Fluctuations, Macroeconomic Stability, Kenya, SVAR Model, Purchasing Power Parity, Granger Causality, Impulse Response Functions, Fiscal Deficit, Inflation
1. INTRODUCTION
Exchange rates occupy a central place in the macroeconomic architecture of any open economy, serving as transmission conduits between domestic and international economic conditions. For developing economies such as Kenya, exchange rate movements have profound implications for inflation, trade competitiveness, public debt sustainability, and the overall trajectory of macroeconomic stability. The Kenyan shilling has experienced sustained depreciation over the past four decades, reaching a historic low of approximately KES 160.80 per US dollar in January 2024 — a 22% decline from March 2022 alone. This protracted depreciation has coincided with elevated inflation, persistent current account deficits averaging approximately −5% of GDP, rising public debt (reaching 73.1% of GDP in 2023), and GDP growth deceleration from 5.7% in 2023 to an anticipated 4.7% in 2024. The confluence of these pressures makes the nexus between exchange rate fluctuations and macroeconomic stability an urgent and policy-relevant area of inquiry. While prior empirical studies have investigated individual dimensions of this relationship — primarily through VECM, ARDL, or simple regression approaches — they fall short of capturing the full system-wide dynamics, structural shocks, and transmission mechanisms that operate across the interconnected macroeconomic environment. This study addresses that gap by employing a Structural Vector Autoregressive (SVAR) model with 45 annual observations spanning 1980 to 2024, thereby providing a comprehensive, multi-variable, and dynamically rich empirical analysis. The specific objectives of this study are to:
- Assess temporal trends of exchange rate fluctuations in Kenya;
- Evaluate Granger causality between exchange rate fluctuations and key macroeconomic stability indicators; and
- Analyse the structural dynamic relationships using impulse response functions and variance decomposition.
2. LITERATURE REVIEW
2.1 Purchasing Power Parity Theory
Purchasing Power Parity (PPP), originally conceptualised by Gustav Cassel (1918) and building on the Salamanca School of scholars, serves as the anchor theory for this study. PPP posits that, in equilibrium, exchange rates adjust to equalise the price levels of identical goods across countries. In its relative form, PPP asserts that the rate of change of the nominal exchange rate should mirror the inflation differential between two economies: S₁/S₀ = (1 + π₁)/(1 + π₂). In Kenya’s context, this framework helps explain how persistent domestic inflation differentials vis-à-vis trading partners have contributed to the long-run depreciation of the Kenyan shilling. Empirical evidence on PPP is mixed. While long-run PPP holds in several economies (Akash et al., 2020; Belbali et al., 2024), short-run deviations driven by capital flows, speculative behaviour, market segmentation, and policy interventions are well-documented (Rogoff, 1996; Yun, 2017). For Kenya, PPP provides a foundational lens for understanding the co-movement of exchange rates and price levels, while acknowledging structural limitations such as import dependence and non-tradable goods.
2.2 Mundell-Fleming Model
The Mundell-Fleming model (Mundell & Fleming, 1960s) extends the IS-LM framework to open economies with capital mobility, capturing the trilemma of simultaneously pursuing fixed exchange rates, free capital movement, and independent monetary policy. In a flexible exchange rate regime, expansionary fiscal policy appreciates the currency through rising interest rates that attract capital inflows, thereby worsening the current account. The model explains Kenya’s recurring twin-deficit phenomenon, wherein fiscal expansion contributes to current account deterioration — a pattern validated empirically (Devi & Sarma, 2022; Nautiyal et al., 2022).
2.3 New Keynesian Theory
New Keynesian Theory (Ball, Mankiw, & Romer, 1988) complements the above frameworks by emphasising price and wage stickiness as a source of short-run macroeconomic fluctuations. The New Keynesian Phillips Curve (NKPC) links current inflation to expected future inflation and the output gap: πt = βEt[πt+1] + κt. In open economies, exchange rate pass-through operates through import price channels, amplified by price rigidities that delay full adjustment. The Taylor Rule provides a monetary policy response mechanism: it = ϕππt + ϕxxt + ρ. Kenya’s Central Bank rate adjustments in response to exchange-rate-induced inflationary pressures closely mirror this theoretical prediction.
2.4 Empirical Literature and Research Gap
Existing empirical studies on Kenya have employed various methodologies: Kitum et al. (2022) used VECM and found that exchange rate depreciation negatively impacted GDP growth (β = −0.828, p = 0.001); Njenga (2023) applied a VAR model and identified significant exchange rate pass-through to inflation; Gachoki et al. (2019) used ARDL to assess real exchange rate misalignment; and Wainaina (2025) applied SVAR exclusively to trade channels. Notably, no prior study employs a comprehensive SVAR framework incorporating all six variables simultaneously over the 1980–2024 period. This study fills that critical methodological and temporal gap.
3. METHODOLOGY
3.1 Research Design and Philosophy
The study adopts a pragmatist philosophical stance, favouring empirical problem-solving over adherence to a single epistemological tradition. A quantitative, longitudinal approach is employed, combining descriptive analysis of historical trends with a structural econometric model to capture causal and dynamic relationships among macroeconomic variables.
3.2 Data and Variables
Annual time-series data were sourced from the World Bank, International Monetary Fund (IMF), and Central Bank of Kenya (CBK), spanning 45 observations from 1980 to 2024. The dataset covers the following six endogenous variables: BIER — Bilateral Exchange Rate (KES/USD): the independent variable measuring the nominal value of the Kenyan shilling against the US dollar. INFLR — Inflation Rate (annual % change in CPI): a core macroeconomic stability indicator. GDPGR — Real GDP Growth Rate (annual %): measuring overall economic activity. NBOP — Net Balance of Payments (USD): capturing external sector performance. IR — Central Bank Rate (%): the monetary policy control variable. FD — Fiscal Deficit as % of GDP: the fiscal policy control variable.
3.3 Econometric Model: SVAR
The Structural Vector Autoregressive (SVAR) model was selected as the primary analytical tool due to its capacity to simultaneously model endogenous interactions, identify structural shocks via theory-driven restrictions, and trace dynamic responses through impulse response functions. The general SVAR specification is: A₀Yₜ = B₀ + Σ B₁Yₜ₋ₛ + B₂Xₜ + εₜ where Yₜ = {BIERₜ, INFLRₜ, GDPGRₜ, NBOPₜ, IRₜ, FDₜ} is the vector of endogenous variables, and structural shocks are identified via Cholesky decomposition, with the exchange rate ordered first as the globally determined, contemporaneously exogenous variable. Pre-estimation unit root tests (Augmented Dickey-Fuller) confirmed mixed integration orders — INFLR, GDPGR, and IR are I(0); BIER, FD, and NBOP required first differencing to achieve stationarity I(1). The Akaike Information Criterion selected an optimal lag length of 1. All eigenvalues of the companion matrix fall within the unit circle, confirming model stability.
4. RESULTS AND DISCUSSION
4.1 Descriptive Statistics
Prior to the econometric analysis, descriptive statistics were computed to provide an initial overview of each time- series variable. Table 1 summarises the central tendency, variability, and distributional properties of all six variables over the 1980–2024 period.
| Statistic | BIER | INFLR | GDPGR | NBOP | IR | FD |
|---|---|---|---|---|---|---|
| Mean | 66.12211 | 11.18898 | 3.844343 | -1.66E+09 | 12.99045 | -3.546418 |
| Median | 72.93060 | 9.377770 | 4.213517 | -4.79E+08 | 12.21246 | -3.124000 |
| Maximum | 156.4618 | 45.97888 | 8.058474 | 2.18E+08 | 55.70417 | 0.843000 |
| Minimum | 7.568500 | 1.554328 | -0.799494 | -6.28E+09 | 2.959561 | -8.575000 |
| Std. Dev. | 36.97508 | 8.228109 | 2.221551 | 2.08E+09 | 8.404646 | 2.763334 |
| Skewness | 0.051943 | 2.157233 | -0.330338 | -0.975018 | 3.032328 | -0.222254 |
| Kurtosis | 2.342964 | 8.789068 | 2.325490 | 2.381103 | 15.93663 | 1.840006 |
| Jarque-Bera | 0.829667 | 97.73988 | 1.671479 | 7.848139 | 382.7559 | 2.893451 |
| Probability | 0.660450 | 0.000000 | 0.433554 | 0.019761 | 0.000000 | 0.235340 |
| Sum | 2975.495 | 503.5042 | 172.9954 | -7.49E+10 | 584.5701 | -159.5888 |
| Sum Sq. Dev. | 60154.90 | 2978.878 | 217.1528 | 1.90E+20 | 3108.076 | 335.9847 |
| Observations | 45 | 45 | 45 | 45 | 45 | 45 |
Source: Researcher (2025)
The distributions are notably right-skewed for INFLR (skewness = 2.16) and IR (skewness = 3.03), with large kurtosis values of 8.79 and 15.94 respectively, indicating heavy tails and extreme outliers consistent with volatile macroeconomic episodes over the study period. GDPGR (−0.33) and NBOP (−0.98) are slightly left-skewed. The Jarque- Bera test rejects normality for INFLR, NBOP, and IR (p < 0.05), which motivates the use of robust SVAR methods that do not impose normality on the data-generating process.
4.2 Trend Analysis of Bilateral Exchange Rate
To assess whether a statistically significant time trend exists in Kenya’s exchange rate, an OLS regression of BIER on a linear time variable was estimated. The null hypothesis tested is H₀₁: there is no significant time trend in exchange rate fluctuations in Kenya. Table 2 presents the full regression output.
| Variable | Coefficient | Std. Error | t-Statistic | Prob. |
|---|---|---|---|---|
| C | 6.565744 | 3.010516 | 2.180936 | 0.0347 |
| TREND | 2.707107 | 0.117841 | 22.97260 | 0.0000*** |
| R-squared | 0.924659 | |||
| Adj. R-squared | 0.922907 | |||
| S.E. of regression | 10.26635 | |||
| Akaike info criterion | 7.539047 | |||
| Sum squared resid | 4532.114 | |||
| Schwarz criterion | 7.619343 | |||
| Log likelihood | -167.6286 | |||
| Hannan-Quinn criter. | 7.568981 | |||
| F-statistic | 527.7405 | |||
| Durbin-Watson stat | 0.929278 | |||
| Prob(F-statistic) | 0.000000 |
Source: Researcher (2025)
The trend coefficient of 2.707 is strongly positive and statistically significant (t = 22.97, p = 0.000), confirming that the Kenyan shilling has depreciated at an average rate of approximately KES 2.71 per year against the US dollar over the study period. The model explains 92.47% of the variance in the exchange rate (R² = 0.9247), and the F-statistic of 527.74 (p = 0.000) confirms overall model significance. The Durbin-Watson statistic of 0.93 (less than 2) indicates positive serial correlation in the residuals, consistent with the presence of a trending component — appropriately addressed by first- differencing in the SVAR model. H₀₁ is therefore rejected.
4.3 Pre-Estimation: Unit Root Tests
Prior to SVAR estimation, all six endogenous variables were tested for stationarity using the Augmented Dickey-Fuller (ADF) test. Where variables were found to be non-stationary at levels, natural logarithm transformations and/or first- differencing were applied. Table 3 presents the results.
| Variable | Level ADF Stat. | Prob. | 1st Diff. ADF Stat. | Prob. | Order | Decision |
|---|---|---|---|---|---|---|
| DBIER | 0.119338 | 0.9636 | -9.266796 | 0.000 | I(1) | Stationary at first difference |
| INFLR | -3.557480 | 0.0108 | — | — | I(0) | Stationary at levels |
| GDPGR | -4.759127 | 0.003 | — | — | I(0) | Stationary at levels |
| IR | -3.422199 | 0.0154 | — | — | I(0) | Stationary at levels |
| DFD | -1.516035 | 0.5159 | -5.271133 | 0.0001 | I(1) | Stationary at first difference |
| DNBOP | -0.674948 | 0.8420 | 6.543061 | 0.0000 | I(1) | Stationary at first difference |
Source: Researcher (2025)
The results confirm mixed orders of integration: INFLR, GDPGR, and IR are stationary at levels I(0), while BIER, FD, and NBOP achieve stationarity only after first-differencing I(1). Given these mixed integration orders, a long-run cointegration framework is not applicable. The SVAR model therefore focuses on short-run dynamic relationships, which is appropriate and consistent with the study’s objectives.
4.4 Optimal Lag Length Selection
Multiple lag orders were evaluated to determine the optimal lag length for the SVAR model. The Akaike Information Criterion (AIC), Schwarz Criterion (SC), and Hannan-Quinn Criterion (HQ) were applied to jointly balance model fit against over-parameterisation. Table 4 presents the lag order selection results.
| Lag | LogL | LR | FPE | AIC | SC | HQ |
|---|---|---|---|---|---|---|
| 0 | -1450.448 | NA | 1.70e+24 | 72.82238 | 73.07572* | 72.91398 |
| 1 | -1392.039 | 96.37444* | 5.68e+23* | 71.70195 | 73.47527 | 72.34312* |
| 2 | -1356.836 | 47.52412 | 6.70e+23 | 71.74179 | 75.03511 | 72.93255 |
| 3 | -1326.899 | 31.43358 | 1.29e+24 | 72.04496 | 76.85826 | 73.78530 |
| 4 | -1277.960 | 36.70441 | 1.50e+24 | 71.39800* | 77.73129 | 73.68792 |
Source: Researcher (2025)
The Hannan-Quinn criterion (HQ) and the LR test both select lag 1, while AIC selects lag 4. Following Lütkepohl (2005), the HQ criterion is preferred in small samples due to stronger penalisation of over-parameterisation. Lag 1 is therefore selected as optimal for SVAR estimation.
4.5 Granger Causality Results
Pairwise Granger causality tests (2 lags) were conducted to examine the predictive relationships among all variables, addressing the second research objective. The null hypothesis tested is H₀₂: exchange rate fluctuations do not Granger- cause macroeconomic stability in Kenya. Table 5 presents the full results.
| Null Hypothesis | Obs. | F-Statistic | Prob. | Result |
|---|---|---|---|---|
| INFLR does not Granger Cause DBIER | 42 | 0.04951 | 0.9518 | Not significant |
| DBIER does not Granger Cause INFLR | 2.74427 | 0.0774 | Weak (10%) | |
| GDPGR does not Granger Cause DBIER | 42 | 0.71477 | 0.4959 | Not significant |
| DBIER does not Granger Cause GDPGR | 0.00485 | 0.9952 | Not significant | |
| DNBOP does not Granger Cause DBIER | 42 | 2.20737 | 0.1243 | Not significant |
| DBIER does not Granger Cause DNBOP | 0.54300 | 0.5856 | Not significant | |
| IR does not Granger Cause DBIER | 42 | 0.48585 | 0.6190 | Not significant |
| DBIER does not Granger Cause IR | 0.95770 | 0.3931 | Not significant | |
| DFD does not Granger Cause DBIER | 42 | 0.37375 | 0.6907 | Not significant |
| DBIER does not Granger Cause DFD | 4.21320 | 0.0225 | Significant (5%) | |
| GDPGR does not Granger Cause INFLR | 43 | 0.23646 | 0.7906 | Not significant |
| INFLR does not Granger Cause GDPGR | 0.24088 | 0.7871 | Not significant | |
| DNBOP does not Granger Cause INFLR | 42 | 1.38693 | 0.2625 | Not significant |
| INFLR does not Granger Cause DNBOP | 0.42907 | 0.6543 | Not significant | |
| IR does not Granger Cause INFLR | 43 | 1.16622 | 0.3224 | Not significant |
| INFLR does not Granger Cause IR | 1.09905 | 0.3435 | Not significant | |
| DFD does not Granger Cause INFLR | 42 | 3.12708 | 0.0556 | Weak (10%) |
| INFLR does not Granger Cause DFD | 2.36579 | 0.1079 | Not significant | |
| DNBOP does not Granger Cause GDPGR | 42 | 0.53372 | 0.5909 | Not significant |
| GDPGR does not Granger Cause DNBOP | 0.85908 | 0.4318 | Not significant | |
| IR does not Granger Cause GDPGR | 43 | 1.25533 | 0.2965 | Not significant |
| GDPGR does not Granger Cause IR | 0.96598 | 0.3898 | Not significant | |
| DFD does not Granger Cause GDPGR | 42 | 1.35291 | 0.2710 | Not significant |
| GDPGR does not Granger Cause DFD | 3.27023 | 0.0492 | Significant (5%) | |
| IR does not Granger Cause DNBOP | 42 | 0.53793 | 0.5885 | Not significant |
| DNBOP does not Granger Cause IR | 0.14723 | 0.8636 | Not significant | |
| DFD does not Granger Cause DNBOP | 42 | 1.49491 | 0.2375 | Not significant |
| DNBOP does not Granger Cause DFD | 0.48778 | 0.6179 | Not significant | |
| DFD does not Granger Cause IR | 42 | 0.88091 | 0.4229 | Not significant |
| IR does not Granger Cause DFD | 10.0195 | 0.0003 | Highly significant |
Source: Researcher (2025)
The results reveal a selective set of statistically significant causal pathways. Exchange rate fluctuations (DBIER) significantly Granger-cause changes in fiscal deficit (p = 0.0225), consistent with the theoretical expectation that currency depreciation raises the cost of external debt servicing and import expenditure. A weaker unidirectional effect on inflation is also observed (p = 0.0774), supporting the exchange rate pass-through hypothesis embedded in PPP theory. The fiscal deficit emerges as a powerful macroeconomic driver: it strongly Granger-causes interest rates (p = 0.0003), consistent with the crowding-out mechanism in New Keynesian models, and significantly precedes GDP growth movements (p = 0.0492), suggesting that short-term fiscal expansions stimulate output. The absence of significant exchange rate–GDP growth causality is consistent with the Mundell-Fleming prediction of limited real output responsiveness under high capital mobility. H₀₂ is partially rejected.
4.6 Impulse Response Functions
The SVAR model generates impulse response functions (IRFs) that trace the dynamic response of each macroeconomic variable to a one-standard deviation structural shock in the bilateral exchange rate (DLNBIER) over a five-period horizon. Figure 1 presents the IRF plots for each variable.
Response to Cholesky One S.D. (d.f. adjusted) Innovations ± 2 analytic asymptotic S.E.s
Source: Researcher (2025)
The IRF results reveal the following dynamic transmission patterns:
- Inflation (INFLR): Exchange rate depreciation immediately elevates domestic inflation, peaking in period 1 and gradually subsiding by period 3, confirming the exchange rate pass-through mechanism whereby import price increases translate into consumer price inflation — a central prediction of PPP theory and the New Keynesian open economy model.
- GDP Growth (GDPGR): A mild negative initial response reflects higher import costs, reduced investor confidence, and contractionary demand effects. The effect fades after period 3, indicating short-term contractionary dynamics with limited long-run output impact, consistent with Mundell-Fleming predictions for import-dependent, small open economies.
- Balance of Payments (NBOP): An initial slight improvement (J-curve effect) quickly reverses to a persistent deterioration, reflecting the structural inelasticity of Kenya’s export supply and import demand and the country’s vulnerability to external shocks.
- Interest Rate (IR): A moderate positive response peaking in period 2 reflects the Central Bank of Kenya’s inflation- targeting monetary tightening in response to exchange-rate-induced inflationary pressures, normalising by period 4.
- Fiscal Deficit (FD): A slight but positive response, consistent with Granger causality findings, reflects the fiscal burden of rising external debt servicing costs and import expenditure following currency weakening. Overall, the IRF results confirm that exchange rate shocks generate a short-lived but discernible macroeconomic disruption, with the economy exhibiting partial self-correcting behaviour in the medium term.
4.7 Variance Decomposition
Forecast Error Variance Decomposition (FEVD) quantifies the proportion of each variable’s forecast error variance attributable to shocks from other variables, complementing the IRF analysis by measuring the strength and persistence of dynamic interactions. Table 6 presents the FEVD results for all six variables over a five-period horizon.
| Variable / Period | S.E. | DLNBIER | INFLR | GDPGR | DNNBOP | IR | DFD |
|---|---|---|---|---|---|---|---|
| DLNBIER 1 | 9.5264 | 100.0000 | 0.0000 | 0.0000 | 0.0000 | 0.0000 | 0.0000 |
| DLNBIER 2 | 11.1878 | 87.2509 | 0.4437 | 9.7641 | 0.1778 | 0.3399 | 2.0236 |
| DLNBIER 3 | 11.5494 | 86.0090 | 1.6106 | 9.2662 | 0.7207 | 0.3845 | 2.0089 |
| DLNBIER 4 | 11.6050 | 85.6040 | 1.7577 | 9.4846 | 0.7694 | 0.3808 | 2.0035 |
| DLNBIER 5 | 11.6287 | 85.5165 | 1.7807 | 9.4606 | 0.7879 | 0.3809 | 2.0734 |
| INFLR 1 | 7.4502 | 4.1219 | 95.8781 | 0.0000 | 0.0000 | 0.0000 | 0.0000 |
| INFLR 2 | 8.9268 | 5.7997 | 87.3661 | 0.0072 | 0.0785 | 1.1053 | 5.6431 |
| INFLR 3 | 9.2251 | 6.4288 | 83.4257 | 0.0320 | 0.0881 | 1.0538 | 8.9717 |
| INFLR 4 | 9.3149 | 6.3060 | 82.0373 | 0.0994 | 0.0977 | 1.5812 | 9.8784 |
| INFLR 5 | 9.4082 | 6.2280 | 81.4017 | 0.2469 | 0.0964 | 2.1993 | 9.8277 |
| GDPGR 1 | 2.0846 | 5.3274 | 21.0426 | 73.6300 | 0.0000 | 0.0000 | 0.0000 |
| GDPGR 2 | 2.4051 | 5.7408 | 18.2351 | 67.2931 | 1.9762 | 3.8797 | 2.8752 |
| GDPGR 3 | 2.4519 | 5.6052 | 17.6453 | 67.2197 | 2.1665 | 4.1523 | 3.2111 |
| GDPGR 4 | 2.4602 | 5.5725 | 17.5350 | 67.2658 | 2.2084 | 4.1751 | 3.2432 |
| GDPGR 5 | 2.4618 | 5.5665 | 17.5327 | 67.2692 | 2.2160 | 4.1762 | 3.2395 |
| DNNBOP 1 | 731.43 | 0.4920 | 3.2388 | 4.0854 | 92.1837 | 0.0000 | 0.0000 |
| DNNBOP 2 | 746.16 | 0.5804 | 4.1355 | 5.9164 | 88.7712 | 0.0430 | 0.5536 |
| DNNBOP 3 | 752.47 | 0.5733 | 4.8735 | 6.0136 | 87.3972 | 0.5960 | 0.5463 |
| DNNBOP 4 | 757.16 | 0.7858 | 5.2810 | 6.2285 | 86.3204 | 0.8178 | 0.5665 |
| DNNBOP 5 | 758.22 | 0.7882 | 5.3977 | 6.2632 | 86.0910 | 0.8757 | 0.5842 |
| IR 1 | 7.5525 | 4.2271 | 38.8228 | 0.3660 | 0.0225 | 56.5616 | 0.0000 |
| IR 2 | 9.1497 | 8.2012 | 42.6670 | 3.5601 | 0.0695 | 45.3486 | 0.1536 |
| IR 3 | 9.5879 | 7.7950 | 44.1780 | 4.0882 | 0.2283 | 43.1442 | 0.5663 |
| IR 4 | 9.7529 | 8.1030 | 43.9799 | 4.5738 | 0.2410 | 42.0709 | 1.0314 |
| IR 5 | 9.7746 | 8.0837 | 43.8886 | 4.6412 | 0.2676 | 41.9054 | 1.2136 |
| DFD 1 | 0.9439 | 0.5159 | 3.9934 | 3.7665 | 3.4823 | 3.5476 | 84.6943 |
| DFD 2 | 1.1565 | 3.0522 | 14.3997 | 4.7458 | 2.3275 | 7.2745 | 68.2003 |
| DFD 3 | 1.3320 | 6.0870 | 25.2293 | 4.7186 | 1.8759 | 10.5685 | 51.5207 |
| DFD 4 | 1.4001 | 5.8620 | 29.2931 | 4.7218 | 1.7742 | 11.5495 | 46.7994 |
| DFD 5 | 1.4298 | 6.2851 | 30.0528 | 5.0518 | 1.7135 | 11.5905 | 45.3064 |
Source: Researcher (2025)
In period 1, exchange rate innovations account for 100% of their own forecast error variance, confirming short-term exogeneity. By period 5, this declines to 85.5%, with GDP growth (9.5%) and fiscal deficit (2.1%) accounting for the remainder, supporting partial endogeneity in the medium term. Inflation is predominantly self-driven (95.9% in period 1; 81.4% by period 5), with exchange rate shocks contributing a persistent 6.2% by period 5, confirming the medium- term pass-through effect. Fiscal deficit variance is highly self-driven initially (84.7%) but increasingly explained by exchange rate shocks (6.3%) and inflation (30.1%) by period 5, underscoring the fiscal sector’s vulnerability to currency volatility. Interest rate dynamics are co-driven by own shocks (41.9%) and inflation (43.9%), validating Kenya’s reactive, inflation-targeting monetary framework. These results collectively affirm that while macroeconomic variables are predominantly self- driven, exchange rate and fiscal shocks play persistent, system-wide roles.
5. CONCLUSION AND RECOMMENDATIONS
5.1 Conclusions
This study provides comprehensive empirical evidence that exchange rate fluctuations materially influence Kenya’s macroeconomic stability across multiple transmission channels. The principal conclusions are:
- A statistically significant and persistent depreciation trend exists in the Kenyan shilling, with an average annual rate of approximately KES 2.71 per USD over 1980–2024, driven by inflation differentials, structural current account deficits, and external debt pressures.
- Exchange rate fluctuations Granger-cause fiscal deficit and weakly Granger-cause inflation, confirming that currency depreciation has predictable upstream fiscal and price-level consequences.
- Fiscal deficit is a dominant macroeconomic driver, strongly Granger-causing interest rates and GDP growth, underscoring the centrality of fiscal discipline in macroeconomic management.
- IRF analysis confirms exchange rate pass-through to inflation and a J-curve-consistent deterioration of the balance of payments, alongside the CBK’s reactive monetary policy tightening.
- While short-run macroeconomic disruptions from exchange rate shocks are evident, the economy demonstrates partial self-correcting capacity in the medium term, consistent with the managed-float system’s stabilising role.
5.2 Policy Recommendations
Based on these findings, the following evidence-based policy actions are recommended: Monetary Policy Integration: The Central Bank of Kenya should formally incorporate exchange rate signals into its inflation-targeting framework, enabling more proactive — rather than reactive — policy interventions to anchor inflation expectations and reduce pass-through volatility. Fiscal Discipline: The National Treasury must prioritise fiscal consolidation — through broadening the tax base, rationalising expenditure, and prudent external debt management — to break the chain of exchange rate depreciation → rising fiscal deficit → elevated interest rates that crowd out private investment. Coordinated Policy Framework: A formal coordination mechanism between the CBK and the National Treasury is needed to align monetary and fiscal responses, minimising policy conflicts that amplify exchange rate and inflation volatility. Export Diversification: Strategic investment in value-added export sectors — including agri-processing, manufactured goods, and services — is essential to improve the elasticity of export supply, reduce import dependence, and limit J-curve persistence. Vision 2030 Alignment: All macroeconomic policy adjustments should be anchored in Kenya Vision 2030’s targets of low inflation, low interest rates, and sustainable fiscal balance, ensuring that stability objectives are institutionally embedded in medium-term economic planning.
5.3 Directions for Future Research
Future research could extend this study in several directions: (i) nonlinear and asymmetric ARDL or Threshold VAR models to test whether depreciations and appreciations have asymmetric effects; (ii) regional comparative SVAR analysis across East African Community member states to assess monetary integration implications; (iii) incorporation of structural break tests and high-frequency data to capture discrete policy regime effects; and (iv) integration of qualitative policy perspectives to enrich interpretation of macroeconomic transmission channels.
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