Table 1.

Literature review matrix

AuthorsPurposeMethodsPredictorsKey findingsOutput
AlTalhoni et al. (2025) Propose highway construction cost index (HCCI) prediction modelsVECM, long short-term memory (LSTM) networks and ARIMA Oil prices, asphalt (PPI), concrete (PPI), hot-finished steel bars (PPI), construction sand, gravel and crushed stone (PPI), number of building permitsVECM is the most effective model for short-term forecasting under volatile conditions, achieving the lowest average mean squared errorHCCI
Alzara et al. (2025) Create a CCI predictive model for Egypt’s construction industryLong short-term memory (LSTM) and gated recurrent unit (GRU)PPI, CPI, foreign reserves, oil prices, money supply and EGX30 (Egyptian Exchange)Oil is the key factor that affects CCI in EgyptCCI
Akpolat (2024) Examine the impact of real variables on housing pricesNonlinear autoregressive distributed lag (NARDL)Exchange rates, mortgage rates, money supply, CCIThe real exchange rate has a positive and symmetric effectHousing prices
Maqsoom et al. (2024) Analyse the correlation between the construction price index (CPI) or prices of all commodities, lumber and wood products, cement and iron products and inflation in ThailandARIMA, Spearman correlationInflation rateIron products showed a significant relationship with inflationCPI
Al Kailani et al. (2024) Develop a construction cost index (CCI) for JordanFuzzy analytic hierarchy process (FAHP), ML techniquesCost of concrete, cement, steel, aggregate, dieselRandom forest model had the lowest MAPE (1.09%)CCI
Zhang et al. (2024) Observe building cost index (BCI) and CCI reactions concerning labour conditionsVector autoregression (VAR), granger causality testBCI, CCIBCI shows sensitivity to labour supply and unemployment, CCI remains insensitiveBCI, CCI
Aslam et al. (2023) Forecast CCI of building materials in developing countriesANN, time series, linear regressionCost of bricks, steel, cement, sand and gravelANN model has superior results with the lowest errorsCCI
El Said and Stammer (2023) Identify significant bid items and develop highway construction cost index (HCCI) modelMultiple linear regression, time series analysisBid item priceBituminous material is highly significant for cost estimationHCCI
Hu and Xiao (2022d) Propose fuzzy cognitive visibility graph (FCVG) for time series forecastingFCVG, weighted multi-subgraph similarity (WMSS)M1, M2 and M4 datasetsLeveraging fuzzy interaction improves time-series forecastingCCI
Hu and Xiao (2022a) Propose multi-subgraph similarity (MSS) for time series forecastingARIMA, SARIMA, Holt ES, MSSCCIMSS method provides more accurate predictionsCCI
Hu and Xiao (2022c) Propose a forecasting method based on a directed visibility graphARIMA, SARIMA, Holt ES, Holt-Winter ES, visibility graphCCI, GDPThe proposed method offers robust and accurate predictionsCCI, GDP
Hu and Xiao (2022b) Propose a model using recurrent neural network (RNN) and network self-attentionSES, TBATS, ARIMA, CatBoost, transformer, RNNCCI, M1, M3 data setsThe proposed method performs better for certain time series and shows robustnessCCI
Jiang et al. (2022) Analyse construction costs using multivariate modelsSMA, ARIMA, Holt ESCPI, unemployment rate, employment rate, PPI, crude oil prices, GDP, building permits, import price index, money supplyARIMA is the best forecasting model with key influencing factors identifiedCCI
Kim et al. (2022) Propose a hybrid ARIMA-ANN model for forecasting construction costsARIMA, ANN, hybrid ARIMA-ANNCCIHybrid model outperforms individual ARIMA or ANN models for longer-term forecastsCCI
Choi et al. (2021) Develop city-level CCI modelsARIMA, VECMCPI, effective federal funds rate, unemployment rate, construction employee ratio, average weekly hours of production, new building permits, M2 money supply, average hourly earnings in construction, S&P 500 stock index, crude oil prices, PPI, housing starts, real personal income, personal consumption expendituresSignificant city-level differences were found; national CCI causes forecast errorsCCI
Liu et al. (2021) Develop a holistic framework for automated HCCI development using inconsistent pay itemsFisher index formulaPay itemsProvides reliable insights into construction market conditionsHCCI
Mao et al. (2021) Forecast CCI using visibility graph network methodNode visibility, network structuresCCIThe method improves prediction accuracyCCI
Cao and Ashuri (2020) Explore models for volatile cost data predictionARIMA, LSTMHCCILSTM outperforms other time-series modelsHCCI
Zhao et al. (2020) Propose a time-series transfer function to forecast BCIARIMA, time-series transfer functionHouse price indexTransfer function improves forecasting accuracy by considering time-lag causalityBCI
Kissi et al. (2019) Identify key economic indicators that influence the tender price index prediction in the building industry of GhanaMean score ranking, Wilcoxon signed rankThe study identifies five significant economic indicators: CPI, PPI, GDP, currency exchange rate and interest rate
Elem-Uche et al. (2019) Develop a VECM to examine the relationship between Nigeria’s GDP and key monetary policy variables (credit, exchange rate, and interest rate)VECMMoney supply, interest rate, domestic credits, real effective exchange rate Real output depends on money supply, credit and exchange rate channels in the short run and on interest rate in the long runGDP
Elfahham (2019) Estimate CCI for concrete structuresNeural networks, linear regression, time seriesPrices of structural steel, Portland cement, bricks, sand and gravelThe autoregressive time-series prediction method is the most accurateCCI
Mao and Xiao (2019) Propose a CCI forecasting method using a visibility graphVisibility graphCCIImproves prediction accuracy, contributing to cost-saving in constructionCCI
Oteng-Abayie and Dramani (2019) Examine co-movements between building cost index and inflation and exchange rate in GhanaWavelet techniqueNon-food CPI, exchange rateThere are co-movements between building cost index and inflation and exchange rateBCI
Zhao et al. (2019) Forecast residential building costs in New ZealandExponential smoothing, ARIMABCIARIMA outperforms exponential smoothing for townhouses and apartmentsBCI
Kissi et al. (2018) Apply autoregressive integrated moving average with exogenous variables (ARIMAX) in modelling tender price index (TPI) in GhanaARIMAX, ARIMAComposite consumer price indices (CCPI), gross domestic product – construction (GDPC), exchange rate (ER), GDP, interest rate and PPIThe ARIMAX model demonstrated better predictive accuracy compared to a single approach such as ARIMATPI
Moon et al. (2018a, 2018b) Refine CCI prediction by applying long memoryARFIMA, ARIMACCIARFIMA outperforms ARIMACCI
Moon and Shin (2018a) Forecast CCI using interrupted time-series modelInterrupted time-seriesCCIThe interrupted model performs better than ARIMA and Holt-Winters modelsCCI
Moon and Shin (2018b) Propose a CCI forecasting model based on VECM with search query frequenciesVECMCCIVECM model shows better predictive ability than cointegrated VARCCI
Zhang et al. (2018) Forecast CCI using a visibility graph approachVisibility graph,CCIProposed method is easier to implement and can forecast CCI with fewer errorsCCI
Zhang et al. (2017) Improve CCI forecasts using fuzzy logic in a visibility graphFuzzy logic and visibility graphCCIFuzzy logic improves prediction accuracy by using appropriate rulesCCI
Joukar and Nahmens (2016) Develop predictive model for CCI considering volatilityARCH, GARCHCCIModels show persistent CCI volatility, especially during economic shocksCCI
Shahandashti and Ashuri (2016) Forecast national highway CCI using multivariate time series modelsVECMCPI, unemployment rate, employment rate in construction, average weekly hours, prime loan rate, PPI, crude oil prices, GDP, GDP implicit price deflator, building permits, construction spending, money supply, average hourly earnings, Dow Jones industrial average, housing startsMultivariate models are more accurate than univariate onesHCCI
Wang and Ashuri (2017) Predict CCI using a modified K-nearest neighbours (KNN) algorithmKNNCPI, crude oil price, GDP, number of building permitsKNN yields small prediction errorsCCI
Cao et al. (2015) Create a self-adaptive structural radial basis neural network intelligence machine (SSRIM) model to forecast Taiwan CCIMARS, RBFNN, EL-SVM, GLR, ABCWholesale Price Index, CPI, bank lending rates, oil prices, exchange rates, stock indices, Nikkei 225Nikkei 225, and bank lending rates are key predictors for Taiwan CCI accuracyCCI
Shahandashti (2014) Analyse the temporal relationships between highway construction costs and macroeconomic indicatorsPearson correlation, unit root test, granger causality testPPI, GDP, GDP implicit price deflator, Dow Jones industrial average, money supply, prime loan rate, unemployment rate, federal funds rate, CPI, number of housing starts, number of building permits, construction spending, average hourly earnings, average weekly hours, and employment rate in construction, crude oil priceCrude oil prices and average hourly earnings are leading indicators of highway construction costsHCCI
Cheng et al. (2013) Establish a hybrid intelligence system (ELSVM) for modelling construction price variationsLS-SVM, DEWholesale Price Index, CPI, bank lending rates, oil prices, exchange rates, stock indices, Nikkei 225ELSVM model achieves low MAPE in modelling CCI fluctuationsCCI
Shahandashti and Ashuri (2013) Create multivariate time series models for CCI forecastingMultivariate time series (VEC), granger causality testsCPI, employment, building permits, money supply, oil price, housing startsVEC models are suitable for CCI forecastingCCI
Xu and Moon (2013) Present a VAR model for forecasting the construction cost trendCointegrated vector autoregression (VAR)CCI, CPIThe cointegrated VAR model provides more accurate forecastsCCI
Ashuri et al. (2012) Identify leading indicators of CCI through empirical testsGranger causality tests, johansen’s cointegration testsCPI, oil price, PPI, GDP, employment, building permits, housing startsLeading indicators include CPI, oil prices, PPI, GDP and employment levelsCCI
Ashuri and Lu (2010) Compare various time series approaches for CCI forecastingSMA, Holt ES, Holt-Winters ES, ARIMACCISeasonal ARIMA is the most accurate for in-sample, and Holt-Winters is best for out-of-sample forecastingCCI
Hwang (2009) Propose dynamic regression models for predicting construction cost indexLinear regression, categorical regression, dynamic regressionCCIModels generate more objective forecasts and are more accurate than existing modelsCCI
Williams (1994) Develop back-propagation neural network (NN) models to predict CCI changesNN, exponential smoothing and simple linear regressionHousing starts, prime lending rate, CCI changesNeural networks showed greater error than exponential smoothing and linear regressionCCI
Note(s):

ABC = artificial bee colony; ARFIMA = autoregressive fractional integrated moving average; ARIMA = autoregressive integrated moving average; CatBoost = categorical boosting; DE = differential evolution; EL-SVM = ensemble learning support vector machine; GLR = generalized likelihood ratio; GARCH = generalized autoregressive conditional heteroscedasticity; Holt ES = Holt’s exponential smoothing; LSTM = long short-term memory; LS-SVM = least squares support vector machine; LS-SVM = least squares support vector machine; MARS = multivariate adaptive regression splines; RBFNN = radial basis function neural network; MA = simple moving average; SARIMA = seasonal autoregressive integrated moving average; SES = simple exponential smoothing; TBATS = trigonometric Box-Cox ARIMA trend seasonal; VECM = vector error correction model; VEC = vector error correction

Source(s): Author’s own work

or Create an Account

Close Modal
Close Modal