Carbon Price Forecasting for Forest Carbon Markets: Current State and Future Directions
Abstract
1. Introduction
2. Materials and Methods
3. Results
3.1. Descriptive Overview of the Literature
3.2. Forecasting Approaches and Methodological Trends
3.2.1. Market Contexts and Geographic Focus
3.2.2. Machine Learning and Hybrid Modeling Approaches
3.2.3. Input Features and Data Sources
3.2.4. Incorporating Policy and Scenario Sensitivity
3.2.5. Forest Carbon Offsets and Voluntary Markets
3.2.6. Challenges and Limitations in Forecasting
4. Discussion
4.1. Discussion of the Findings
4.2. Comparative Assessment of Forecasting Approaches
4.3. Limitations
5. Conclusions and Implications
5.1. Conclusions
5.2. Implications
5.3. Route for Future Studies
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
Abbreviations
ML | Machine learning |
EU ETS | European Union Emissions Trading System |
CRCF | Carbon Removal Certification Framework |
EU | European Union |
PRISMA | Preferred Reporting Items for Systematic Reviews |
ANNs | Artificial neural networks |
SVMs | Support vector machines |
LSTM | Long short-term memory |
EMD | Empirical Mode Decomposition |
SSA | Singular Spectrum Analysis |
LULUSF | Land Use, Land-Use Change and Forestry |
NDC | Nationally Determined Contribution |
CDM | Clean Development Mechanism |
MSR | Market Stability Reserve |
Appendix A
No. | Title | Authors | Forecasting Approach | Data and Features Used |
---|---|---|---|---|
[20] | Efficient ML technique in blockchain- based solution in carbon credit for mitigating greenwashing (2025) | Raja Segaran B.; Mohd Rum S.N.; Hafez Ninggal M.I.; Mohd Aris T.N. | Integrative approach using blockchain + Machine Learning (supervised ML models like Random Forest, XGBoost, Neural Networks) to detect fraud in carbon credits | Large datasets, including transaction records with satellite imagery and corporate disclosures as features |
[21] | Remote sensing-based soil organic carbon monitoring using advanced ML techniques under conservation agriculture systems (2025) | Beisekenov N.; Banakinaou W.; Ajayi A.D.; Hasegawa H.; Tadao A. | Ensemble ML models for SOC Prediction (Random Forest, SVM, XGBoost—XGBoost yielded the highest accuracy) | Satellite data (Sentinel-1 SAR and Sentinel-2 MSI) with derived vegetation indices (NDVI, EVI, SAVI) as predictors; field SOC measurements for training. |
[71] | An adaptive multi-factor Integrated forecasting model based on periodic reconstruction and random forest for carbon price (2025) | Zhao S.; Wang Y.; Deng J.; Li Z.; Deng G.; Chen Z.; Li Y. | Hybrid AI model combining periodic signal decomposition with a Random Forest regression (multi-factor, adaptive forecasting) | Multi-factor inputs: historical carbon prices with economic indicators, energy prices, and policy event variables (periodic components reconstructed for seasonality) |
[45] | Deep Learning Approaches for Enhanced Predictive Modeling of Carbon Prices (2025) | Zhou Q. | Deep learning (DL)—proposed a hybrid LSTM—Transformer model for carbon price prediction. | Historical carbon price time-series (likely EU or China ETS data); feature extraction for nonlinear patterns (the model combines sequence learning with attention). |
[22] | Machine learning enhancing biochar abatement predictions: Advancing China climate goals for food production and promoting application (2025) | Li Y.; Li L.; Sun H.; Zhang H.; Zhan W.; Zuo W.; Chen J.; Yong B.; Yong B.; Tian Y. | Predictive modeling with ML for biochar’s climate impact—data-driven model identifying optimal biochar use. | Extensive field and experimental datasets on biochar applications (soil properties, climate factors, feedstock types) analyzed by AI |
[23] | Distortion amplification effects caused by imperfect climate policies: Evidence from China’s ETS (2025) | Wu L.; Zhang J.; Zhu Q.; Zhou D. | Causal analysis using econometrics + Machine Learning (Difference-in- Differences with a Double ML framework). | Panel data from 30 Chinese provinces (2000–2022): energy consumption, emissions, and carbon trading info. |
[31] | A study on the differentiation of carbon prices in China: Insights from eight carbon trading pilots (2025) | Zhang T.; Deng M. | Comparative statistical analysis of regional carbon market drivers (unified factor framework for cross-market comparison). | Carbon price data from 8 pilot ETS regions in China (2013–2021) and regional factors (GDP, energy mix, policy stringency, etc.). |
[42] | A hybrid model for carbon price forecasting based on SSANSTransformer: Considering the role of multi-stage carbon reduction targets (2025) | Li, J.; Guo, Y. | Hybrid timeseries model: Singular Spectrum Analysis (SSA) for trend extraction + a custom NSTransformer (novel transformer architecture) for prediction. | Historical carbon prices (likely China’s market), combined with policy stage data (multistage emission reduction targets timeline as input features). |
[72] | Modest forest and welfare gains from initiatives for reduced emissions from deforestation and forest degradation (2024) | Wunder S.; Schulz D.; Montoya-Zumaeta J.G.; Börner J.; Frey G.P.; Betancur-Corredor B. | Meta-analysis (counterfactual evaluations) of REDD+ program impacts, assisted by machine learning literature review tools. | Global REDD+ studies (32 quantitative evaluations: 26 environmental effect sizes, 12 socioeconomic effect sizes). |
[62] | Remote sensing-based mangrove blue carbon assessment in the Asia-Pacific: A systematic review (2024) | Dutta Roy A.; Pitumpe Arachchige P.S.; Watt M.S.; et al. | Systematic review of remote-sensing and modeling approaches for mangrove “blue carbon” estimation. | Literature corpus of Asia-Pacific mangrove studies using various remote sensors (satellite optical, radar, LiDAR) and carbon estimation models. |
[46] | Accessing and modelling soil organic carbon stocks in Prairies, Savannas, and forests (2024) | Ruiz Potma Gonçalves, D.; Massao Inagaki, T.; Gustavo | Comparative modeling study using multiple SOC estimation methods across different ecosystems. | Soil organic carbon datasets from prairie grasslands, savanna woodlands, and forest sites; accompanied by climate and soil property data. |
[34] | Application of Dynamic Weight Mixture Model Based on Dual Sliding Windows in Carbon Price Forecasting (2024) | Liu, R.; He, W.; Dong, H.; Han, T.; Yang, Y.; Yu, H.; Li, Z. | Ensemble forecasting model with dynamic weights, using two sliding time windows for model updating. | Carbon price time-series (e.g., EU ETS daily prices), split into recent-window and historical window for model calibration; uses multiple submodels (e.g., ARIMA, ANN) combined. |
[43] | A multifactor hybrid model for carbon price interval prediction based on decomposition integration framework (2024) | Zheng, G.; Li, K.; Yue, X.; Zhang, Y. | Hybrid interval forecasting using time-series decomposition + multiple models integration for prediction intervals. | Carbon price data (possibly China’s or EU’s), decomposed into components (trend, cyclical, residual), with separate predictive models for each; multifactor inputs like energy prices, GDP for each |
[89] | A Hybrid Model for Carbon Price Forecasting Based on Improved Feature Extraction and Non-Linear Integration (2024) | Zhu, Y.; Chen, Y.; Hua, Q.; Wang, J.; Guo, Y.; Li, Z.; Ma, J.; Wei, Q. | Two-stage hybrid model: advanced feature extraction (to capture latent patterns) followed by nonlinear ensemble integration of multiple prediction models. | Historical carbon price data enriched with extracted features (e.g., Principal components, wavelet coefficients capturing cycles) that feed into an ensemble of nonlinear models (like ANN, SVR, decision trees). |
[54] | Forecasting carbon prices in China’s pilot carbon market: A multi-source information approach with conditional generative adversarial networks (2024) | Huang, Z.; Zhang, W. | Deep learning approach using Conditional GAN (cGAN) for timeseries forecasting, incorporating multi-source inputs. | China pilot market carbon price data, combined with multi-source information such as macro indicators (e.g., industrial production index), energy prices, and possibly climate policy news sentiment as conditioning inputs to the cGAN. |
[24] | Analysis of China’s carbon market price fluctuation and international carbon credit financing mechanism using random forest model (2024) | Song, C. | Random Forest analysis to identify drivers of price volatility and the role of financing mechanisms. | China’s carbon price data (time series of price and volume) and data on carbon credit financing (e.g., number of carbon loans, investments, offset credit issuances). |
[25] | Leveraging machine learning to forecast carbon returns: Factors from energy markets (2024) | Xu, Y.; Dai, Y.; Guo, L.; Chen, J. | Regression ML model (e.g., gradient boosting) to predict carbon allowance returns using energy market variables. | Carbon returns (percentage change in carbon price) as target, with features from energy markets: oil, natural gas, coal prices, electricity indices, and possibly renewable generation data. |
[35] | Forest carbon sequestration mapping and economic quantification infusing MLPnn–Markov chain and InVEST carbon model in Askot Wildlife Sanctuary, Western Himalaya (2024) | Verma, P.; Siddiqui, A.R.; Mourya, N.K.; Devi, A.R. | Hybrid modeling: Markov chain +MLP neural network for land use change projection, coupled with InVEST carbon sequestration model for carbon accounting. | Satellite landcover data for Askot Sanctuary (past and current), socioeconomic data for land use trends, and carbon stock values (biomass densities) for different land cover types. |
[77] | Optimal weight random forest ensemble with Fuzzy C-means cluster-based subsampling for carbon price forecasting (2024) | Zhang, Y.; Li, Y.; Che, J. | Ensemble method: multiple Random Forest models trained on clustered subsamples of data (via Fuzzy CMeans), combined with optimized weights. | EU ETS carbon price data (daily) divided into clusters (regimes) based on patterns; each RF specializes on a cluster’s data; ensemble weighting optimized (e.g., by validation performance per cluster). |
[61] | Potential Fraud Detection in Carbon Emission Allowance Markets Using Unsupervised Machine Learning Models (2024) | Hosseini, S.A.; Grimaccia, F.; Niccolai, A.; Lorenzo, M.; Casamatta, F. | Unsupervised anomaly detection (e.g., Isolation Forest, K-Means clustering) to flag irregular trading patterns indicative of fraud. | Market transaction data from carbon trading exchanges: trade volumes, prices, timestamps, participant IDs (possibly). |
[40] | Advanced Pattern Detection and Trend Forecasting in European Carbon Markets Using Machine Learning Algorithms (2024) | Hosseini, S.A.; Niccolai, A.; Lorenzo, M.; Casamatta, F.; Grimaccia, F. | Pattern recognition + forecasting using ML (e.g., Support Vector Machines for classification of patterns, and regression trees or LSTM for trend prediction). | EU ETS market data spanning multiple phases; Technical indicators (moving averages, volatility) and macro signals as features. |
[64] | Geospatial Foundational Model for Canopy Height Estimates Across Kenya’s Ecoregions (2024) | Da Silva, A.F.; Zortea, M.; Kuehnert, J.; Atluri, A.; Singh, G.; Srinivasan, H.; Klein, L.J. | Geospatial ML model (likely a deep neural network or large pretrained model) to predict forest canopy height from multi-source remote sensing. | Satellite data: GEDI LiDAR points (providing sample canopy heights) combined with wall-to-wall satellite imagery (optical, radar) across Kenya; topographic and climate layers as Additional features. |
[85] | Multisource Data-Driven Carbon Price Composite Forecasting Model: Based on Feature Selection and Multiscale Prediction Strategy (2024) | Zou, S.; Zhang, J. | Composite forecasting model integrating multiple data sources and prediction horizons, with a feature selection step to pick informative inputs. | Carbon price data (target) with a wide set of candidate predictors: energy prices, economic indices, weather data, web search trends, etc. The model uses algorithms (e.g., mutual information or Boruta) to select top features, and employs different models for short-term vs. long-term predictions, which are then combined. |
[48] | Carbon price Prediction based on decomposition technique and extreme gradient boosting optimized by the grey wolf optimizer algorithm (2023) | Feng, M.; Duan, Y.; Wang, X.; Zhang, J.; Ma, L. | Hybrid prediction model: timeseries decomposition (e.g., EMD/EEMD) + XGBoost machine learning, with hyperparameters tuned by Grey Wolf Optimizer (GWO). | Historical carbon price series (EU ETS Phase III daily prices, as an example), decomposed into intrinsic mode functions (IMFs representing trend and cycles); these IMF components are each predicted by XGBoost models. The GWO algorithm optimizes XGBoost parameters (trees, depth, learning rate). |
[50] | The relationship between contaminating industries and the European carbon price: Machine learning approach (2023) | Nadirgil, O. | Supervised ML analysis (e.g., random forest or elastic net) linking industrial activity indicators to carbon price levels. | EU ETS carbon price data and industrial sector data (production/output indices for heavy industries like steel, cement, power; emissions data; perhaps sectoral stock indices as proxies). |
[65] | Urban Carbon Price Forecasting by Fusing Remote Sensing Images and Historical Price Data (2023) | Mou, C.; Xie, Z.; Li, Y.; Liu, H.; Yang, S.; Cui, X. | Data fusion approach: combines remote sensing-derived emissions indicators with traditional time series models for local carbon price forecasting. | Satellite remote sensing data for urban areas (e.g., night-time light intensity, NO2 concentration maps as proxy for emissions) alongside historical carbon price series for that region’s market. Possibly auxiliary data, like temperature for power demand. |
[44] | Carbon prices forecasting based on the singular spectrum analysis, feature selection, and deep learning: Toward a unified view (2023) | Zhang, C.; Lin, B. | Integrated framework: uses Singular Spectrum Analysis (SSA) for trend extraction, a feature selection method to pick relevant inputs, and a deep learning model (e.g., LSTM) for forecasting—presented as a unified approach. | Carbon price time-series (EU ETS or other) along with candidate features (macro indicators, energy prices, past volatility). SSA decomposes the series into trend and oscillatory components; feature selection (maybe genetic algorithm or mutual info) chooses which external inputs to include; the deep learning model then learns from the reconstructed series + selected features. |
[49] | Forecasting the Return of Carbon Price in the Chinese Market Based on an Improved Stacking Ensemble Algorithm (2023) | Ye, P.; Li, Y.; Siddik, A.B. | Stacking ensemble learning to predict carbon price returns (percentage changes), with improvements like optimized base-learners and meta-learner tuning. | China’s carbon market data (e.g., daily return of the national carbon price index) and a set of base model predictions (e.g., outputs from ARIMA, SVR, LightGBM, etc.), which are fed into a metalearner (e.g., a second-stage ML like XGBoost). The improved stacking may involve cross-validation stacking and hyperparameter optimization for each layer. |
[74] | Forecasting carbon price in China using a novel hybrid model based on secondary decomposition, multicomplexity and error correction (2023) | Yang, H.; Yang, X.; Li, G. | Three-stage hybrid model: (1) Secondary decomposition—apply two levels of time-series decomposition (e.g., EEMD then VMD) to carbon price data; (2) fit models to components addressing different complexities (like linear vs. nonlinear patterns); (3) apply an error correction module to adjust residual biases. | China’s carbon price series (e.g., national CCER price or allowance price)—decomposed into trend, seasonal, high-frequency noise, etc. Each type of component might be handled by a different model (linear regression for trend, ANN for nonlinear residual). The error correction might use a statistical model on the final residuals. |
[32] | Using machine learning with case studies to identify practices that reduce greenhouse gas emissions across Australian grain production regions (2023) | Meier, E.; Thorburn, P.; Biggs, J.; Palmer, J.; Dumbrell, N.; Kragt, M. | Data-driven analysis of agricultural practices using ML classification/regression to find which farming practices most reduce GHG emissions. | Case study data from Australian grain farms—including farming practices (tillage type, fertilizer usage, crop rotation, residue management) and measured or estimated GHG emissions (e.g., CO2, N2O) for each farm/season. Possibly also soil and climate data per case. |
[36] | The role of online news sentiment in carbon price prediction of China’s carbon markets (2023) | Liu, M.; Ying, Q. | Sentiment analysis + ML forecasting—quantify news sentiment and use it as an input to predict carbon price movements. | Online news articles about China’s carbon market (and climate policy)—processed via sentiment analysis (natural language processing to score articles as positive/negative mood). This sentiment index, along with historical carbon prices, trading volume, and perhaps macro indicators, feeds an ML prediction model (e.g., an LSTM or XGBoost). |
[70] | Price elasticity of CO2 emissions in China: A machine learning approach (2023) | Lei, H.; Xue, M.; Liu, H.; Ye, J. | ML-based econometric analysis to estimate the elasticity of CO2 emissions with respect to price (implicit carbon price via energy prices or carbon trading prices). | China’s emissions and price data: CO2 emission figures (national or provincial) and proxies for carbon price—e.g., average carbon market price or effective carbon cost embedded in energy prices (coal, oil prices). Additional features: GDP, industrial output, energy mix, and technology level. The ML model might be a random forest or gradient boosting that captures nonlinear relationships between price and emissions. |
[63] | Above ground biomass estimation from UAV high resolution RGB images and LiDAR data in a pine forest in Southern Italy (2022) | Maesano, M.; Santopuoli, G.; Moresi, F.V.; Matteucci, G.; Lasserre, B.; Mugnozza, G.S. [54] | Remote sensing fusion approach: uses UAV-derived RGB imagery and airborne LiDAR in an ML regression to estimate forest biomass. | UAV RGB images (giving canopy cover, texture) and LiDAR point cloud data (giving tree heights, canopy structure) for a pine forest plot. Field-measured biomass data for training labels. The model could be, e.g., an SVR or Random Forest regressor that takes image and LiDAR metrics as inputs. |
[37] | A novel hybrid learning paradigm with feature extraction for carbon price prediction based on Bidirectional LSTM network optimized by an improved sparrow search algorithm (2022) | Zhou, J.; Xu, Z.; Wang, S. | Hybrid DL approach: uses Bi-directional LSTM (Bi-LSTM) for time-series prediction, coupled with an improved Sparrow Search Algorithm (SSA) to optimize the model’s hyperparameters. Likely also includes a feature extraction step (e.g., technical indicators or PCA). | Time series of carbon prices (daily) and possibly technical features (moving averages, volatility) derived as inputs. The improved SSA is a swarm intelligence method that tunes Bi-LSTM hyperparameters (neurons, learning rate, etc.) for optimal performance on validation data. |
[78] | Forest protection and permanence of reduced emissions (2022) | McCallister, M.; Krasovskiy, A.; Platov, A.; Pietracci, B.; Golub, A.; Lubowski, R.; Leslie, G. | Policy impact analysis evaluating whether forest conservation efforts lead to permanent emission reductions (avoidance of deforestation emissions over time). Could use statistical comparisons or case studies. | Deforestation and emissions data from areas under protection (national parks, REDD+ projects) vs. unprotected areas, tracked over many years. Possibly involves remote sensing forest cover data and community survey data for welfare impacts. |
[51] | Carbon price Prediction considering climate change: A text-based framework (2022) | Xie, Q.; Hao, J.; Li, J.; Zheng, X. | NLP-driven prediction framework: analyzes climate change-related text (news, reports) to augment traditional carbon price forecasting models. | Climate policy news articles, IPCC reports, social media sentiment—processed to extract indicators (e.g., frequency of certain keywords, sentiment score) that reflect climate policy momentum or public concern. These textual indicators are combined with numerical data (historical prices, energy prices) in a prediction model (like an LSTM or Random Forest). |
[38] | Carbon emissions allowances trade amount dynamic prediction based on machine learning (2022) | Wong, F. | ML regression model to predict trading volume (and possibly price) of carbon allowances, treating it as a time-series regression problem. | Historical trading volumes in a carbon market (e.g., daily volume of Allowances traded), alongside features like price levels, price volatility, compliance deadlines, and external factors (industrial output, policy news). |
[67] | Improved multi-scale deep integration paradigm for point and interval carbon trading price forecasting (2021) | Wang, J.; Qiu, S. | A comprehensive deep learning framework that produces both point forecasts and prediction intervals for carbon prices, by integrating information across multiple time scales. | Carbon price data decomposed or segmented into multiple scales (e.g., short-term fluctuations, medium-term seasonal, long-term trend), each modeled by a deep learning component (like CNN for short-term noise, LSTM for medium-term pattern, trend linear component). These are integrated to form the final point forecast. Additionally, an uncertainty estimation method (perhaps Monte Carlo dropout in the DL model or an ensemble) provides prediction intervals. |
[75] | A novel framework for carbon price prediction using comprehensive feature screening, bidirectional GRU and Gaussian process regression (2021) | Wang, J.; Cui, Q.; Sun, X. | Two-stage framework: first perform feature screening to select important predictors, then use a Bidirectional GRU (Gate Recurrent Unit) neural network for point forecasting, and finally apply Gaussian Process Regression (GPR) to adjust and estimate uncertainty of forecasts. | Carbon price time-series with a broad set of features (energy prices, macroeconomic indicators, past volume, etc.). Feature screening (perhaps using an algorithm like Boruta or Stepwise selection) narrows down to the most Influential features. The Bi-GRU (a DL model processing sequence forwards and backwards) predicts the price. GPR takes the residuals or the point forecast to produce a probability distribution (mean and variance) of price, giving prediction intervals. |
[88] | A denoising carbon price forecasting method based on the integration of kernel independent component analysis and least squares support vector regression (2021) | E, J.; Ye, J.; He, L.; Jin, H. | Denoising + ML regression: uses Kernel Independent Component Analysis (KICA) to separate/denoise the carbon price signal, then applies Least Squares Support Vector Regression (LSSVR) for forecasting. | Carbon price historical series (no external features explicitly mentioned)—first passed through KICA, which is a nonlinear extension of ICA, to extract underlying independent components (e.g., fundamental trend, cyclical component, noise). The dominant component(s) representing the true price signal (with noise reduced) are then used in LSSVR to forecast future prices. |
[47] | An innovative random forest-based nonlinear ensemble paradigm of improved feature extraction and deep learning for carbon price forecasting (2021) | Wang, J.; Sun, X.; Cheng, Q.; Cui, Q. | Hybrid ensemble paradigm: integrates a Random Forest \component (to capture nonlinear relationships and perform feature importance analysis) with a deep learning component (to capture complex temporal dynamics), after an improved feature extraction step. | Carbon price data augmented by features extracted through, say, wavelet transform or Autoencoder (improved feature extraction step yields latent features). The paradigm might involve RF generating predictions or insights which are then combined with a deep neural network (like an LSTM) prediction—effectively an ensemble of an RF and a DL model. Alternatively, RF might be used to select features or model nonlinear dependencies among input features, feeding into the DL model. |
[86] | Why hate carbon taxes? Machine learning evidence on the roles of personal responsibility, trust, revenue recycling, and other factors across 23 European countries (2021) | Levi, S. | ML classification analysis on survey data to identify key factors behind opposition to carbon taxes. | Survey data from 23 European countries capturing individuals’ attitudes toward carbon taxes (support vs. oppose as target), and features: beliefs about personal responsibility for climate change, trust in government, knowledge of how carbon tax revenue is used (revenue recycling), political ideology, income, etc. The ML model could be a decision tree or random forest classifier to predict opposition/support. |
[52] | Carbon emission futures price forecasting with random forest (2021) | Pawlowski, P. | Random Forest regression applied to forecast carbon emission futures prices (likely EU ETS futures). | Carbon futures price data (historical daily futures prices) and potentially some features like past price returns, open interest, energy commodity prices, and economic indicators. |
[39] | Carbon price forecasting based on Modified ensemble empirical mode decomposition and long short-term memory optimized by improved whale optimization algorithm (2020) | Yang, S.; Chen, D.; Li, S.; Wang, W. | Hybrid deep learning model: uses Modified EEMD (ensemble empirical mode decomposition) to preprocess the series, and an LSTM network for forecasting, with hyperparameters tuned by an Improved Whale Optimization Algorithm | Carbon price time series (likely daily prices from a carbon market). EEMD decomposes this into intrinsic mode functions (IMFs). These IMFs (especially the low-frequency trend and medium oscillations) are fed into an LSTM for prediction. The WOA (a nature-inspired optimizer) finetunes LSTM parameters (neurons, learning rate, etc.) for the best performance. |
[41] | Carbon trading volume and price forecasting in China using multiple Machine learning models (2020) | Lu, H.; Ma, X.; Huang, K.; Azimi, M. | Comparative ML approach: deploys several ML models (ANN, SVM, XGBoost, etc.) to forecast both trading volume and price in China’s carbon market, evaluating their performance and possibly combining them. | China carbon market data: daily trading volume and price. Additional inputs might include recent price changes for volume prediction and vice versa, as volume-price dynamics are linked, plus external variables (e.g., industry output index, policy, and announcement dates). |
[11] | Carbon price forecasting models based on big data analytics (2019) | Yahşi, M.; Çanakoğlu, E.; Ağralı, S. | Overview and implementation of big-data driven models for carbon price forecasting—possibly a review or a framework incorporating high-volume data (e.g., tick data, sentiment, IoT data) into predictive modeling. | High-frequency and high variety data: could include minute-by minute trading data (“big” in volume), social media sentiment streams (big in variety), and large economic datasets. Methods might involve distributed computing (Hadoop/Spark) to process and feature-engineer these before feeding them into ML/DL models. |
[33] | Spatiotemporal distribution and national measurement of the global carbonate carbon sink | Li, H.; Wang, S.; Bai, X.; Luo, W.; Tang, H.; Cao, Y.; Wu, L.; Chen, F.; Li, Q.; Zeng, C.; Wang, M. | Geochemical modeling and GIS analysis to quantify the carbon sink from carbonate rock weathering globally, and attribute it by country. | Global datasets on carbonate rock outcrops (limestone, dolomite maps), climate data (precipitation, temperature controlling weathering rates), and hydrological data. The carbon sink is calculated using formulas for carbonate weathering CO2 uptake, possibly calibrated with river chemistry observations. Results are mapped over time and aggregated by country. |
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Model Type | Strengths | Limitations | Applicability to Forest Carbon |
---|---|---|---|
Econometric | Transparent, interpretable; useful for short-term trends | Limited with structural breaks; assumes linearity | Benchmarking and compliance markets with stable data |
Machine Learning | Captures nonlinearities; integrates heterogeneous data (e.g., economic + ecological) | Data-intensive; black-box nature reduces trust | Promising if proxy datasets (e.g., remote sensing, sentiment) are available |
Hybrid | Combines complementary strengths; resilient to noise | Computationally complex; less operational | Useful for integrating ecological and financial drivers in offset projects |
Scenario/Policy-based | Explicitly captures policy shocks and uncertainty; aligns with institutional dynamics | Lacks quantitative precision; subjective assumptions | Highly relevant for forest carbon offsets under regulatory uncertainty |
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Lazaridou, D.C.; Papadopoulou, C.-I.; Staboulis, C.; Theofilou, A.; Theofilou, K. Carbon Price Forecasting for Forest Carbon Markets: Current State and Future Directions. Forests 2025, 16, 1525. https://doi.org/10.3390/f16101525
Lazaridou DC, Papadopoulou C-I, Staboulis C, Theofilou A, Theofilou K. Carbon Price Forecasting for Forest Carbon Markets: Current State and Future Directions. Forests. 2025; 16(10):1525. https://doi.org/10.3390/f16101525
Chicago/Turabian StyleLazaridou, Dimitra C., Christina-Ioanna Papadopoulou, Christos Staboulis, Asterios Theofilou, and Konstantinos Theofilou. 2025. "Carbon Price Forecasting for Forest Carbon Markets: Current State and Future Directions" Forests 16, no. 10: 1525. https://doi.org/10.3390/f16101525
APA StyleLazaridou, D. C., Papadopoulou, C.-I., Staboulis, C., Theofilou, A., & Theofilou, K. (2025). Carbon Price Forecasting for Forest Carbon Markets: Current State and Future Directions. Forests, 16(10), 1525. https://doi.org/10.3390/f16101525