
Geostatistics Course
Master the full spectrum of geostatistical methods used by spatial data analysts, resource estimators, and environmental scientists worldwide. This course takes you from foundational probability and variography through advanced kriging, stochastic simulation, and uncertainty quantification. You will work with real datasets, industry-standard workflows, and modern coding tools to deliver defensible spatial models.
What you will learn:
You will learn how to analyse spatial data, compute and model experimental variograms, and apply simple, ordinary, and advanced kriging variants including cokriging, indicator kriging, and universal kriging. The course covers sequential Gaussian and indicator simulation methods for generating uncertainty-aware spatial models. You will also study multivariate geostatistics, spatio-temporal modelling, remote sensing data integration, and machine learning hybrids. Practical modules on sampling design, model validation, and professional reporting prepare you for real project delivery. By the end, you will be equipped to execute complete geostatistical workflows from data audit to peer-reviewed reporting.
How you study in practice Geostatistics Course
How you practise Geostatistics Course
For businesses looking to train their team
With Dedika for businesses, the course includes exercises and examples tailored to your own business and the way your company needs.
Course content
8 Chapters • 40 LessonsDuration between 4 and 360 hours (you decide)
Chapter 1HideHide detailsSee detailsFoundations of Geostatistics
Foundations of Geostatistics
Lesson 1 • Probability Review for Spatial Analysis
Reviews random variables, distributions, and expectation in a spatial context. Provides the probabilistic language used throughout the course.
Lesson 2 • Regionalized Variable Theory
Introduces Matheron's regionalized variable concept as the theoretical basis for geostatistics. Links spatial continuity to statistical inference.
Lesson 3 • Spatial Data and Its Properties
Introduces spatial data types, coordinate systems, and attribute structures. Establishes the vocabulary needed for all subsequent geostatistical operations.
Lesson 4 • Exploratory Spatial Data Analysis
Covers histograms, scatter plots, and spatial maps for initial data inspection. Identifies outliers and data quality issues before modelling.
Lesson 5 • Data Transformation Techniques
Explains normal score and logarithmic transforms to meet modelling assumptions. Demonstrates back-transformation to original units after estimation.
Chapter 2HideHide detailsSee detailsSpatial Continuity and Variography
Spatial Continuity and Variography
Lesson 1 • Concept of Spatial Continuity
Defines spatial autocorrelation and explains why nearby samples are more similar than distant ones. Motivates the variogram as a continuity measure.
Lesson 2 • Variogram Model Fitting
Introduces authorised variogram models and weighted least-squares fitting. Ensures positive-definiteness required for valid kriging systems.
Lesson 3 • Computing the Experimental Variogram
Covers lag distance, tolerance, and direction parameters for variogram calculation. Students compute omnidirectional and directional variograms from sample data.
Lesson 4 • Anisotropy Modelling
Extends variogram modelling to handle geometric and zonal anisotropy in 2D and 3D. Produces anisotropy ratios and rotation angles for kriging.
Lesson 5 • Variogram Interpretation and Artifacts
Teaches recognition of nugget, sill, and range on experimental variograms. Identifies common artifacts such as hole effects and zonal anisotropy.
Chapter 3HideHide detailsSee detailsKriging: Theory and Fundamentals
Kriging: Theory and Fundamentals
Lesson 1 • Simple and Ordinary Kriging
Derives simple kriging with known mean and ordinary kriging with unknown local mean. Highlights when each method is appropriate.
Lesson 2 • Search Strategy and Neighbourhood Design
Covers octant search, maximum sample counts, and search ellipse parameters. Demonstrates how neighbourhood choices affect kriging results.
Lesson 3 • Optimal Linear Estimation Principles
Establishes unbiasedness and minimum variance as criteria for optimal estimation. Connects these criteria to the kriging system derivation.
Lesson 4 • Cross-Validation of Kriging Models
Uses leave-one-out cross-validation to assess variogram model and search parameter quality. Interprets standardised error statistics for model refinement.
Lesson 5 • Kriging Variance and Uncertainty
Explains kriging variance as a measure of estimation uncertainty tied to data configuration. Distinguishes kriging variance from actual prediction error.
Chapter 4HideHide detailsSee detailsAdvanced Kriging Variants
Advanced Kriging Variants
Lesson 1 • Universal and Trend Kriging
Incorporates deterministic trend functions into the kriging system for non-stationary data. Separates trend and residual components for accurate estimation.
Lesson 2 • Cokriging with Secondary Variables
Extends kriging to jointly estimate primary and secondary correlated variables. Builds cross-variograms and solves the cokriging system.
Lesson 3 • Indicator Kriging for Categorical Data
Applies kriging to binary indicator transforms to estimate local probability distributions. Handles categorical variables and threshold-based uncertainty.
Lesson 4 • Block Kriging and Change of Support
Estimates average values over blocks rather than points to support resource decisions. Addresses variance reduction when upscaling from point to block support.
Lesson 5 • Factorial and Disjunctive Kriging
Introduces non-linear kriging methods for estimating recoverable resources above cutoffs. Compares disjunctive kriging with indicator approaches.
Chapter 5HideHide detailsSee detailsMultivariate Geostatistics
Multivariate Geostatistics
Lesson 1 • Compositional Data in Geostatistics
Handles proportions and percentages that sum to a constant using log-ratio transforms. Prevents spurious correlations and closure effects in multivariate modelling.
Lesson 2 • Linear Model of Coregionalisation
Fits a valid joint variogram model ensuring positive-definiteness across all variable pairs. Decomposes spatial variability into independent spatial factors.
Lesson 3 • Multivariate spatial correlation
Quantifies cross-correlations between variables as functions of lag distance and direction. Builds the foundation for joint spatial modelling.
Lesson 4 • Multivariate sequential simulation
Extends SGS to jointly simulate correlated variables while honouring cross-variogram models. Maintains spatial and inter-variable correlations across realisations.
Lesson 5 • Principal component and factor kriging
Applies principal component analysis in the spatial domain to decorrelate variables. Kriging independent factors reduces the complexity of multivariate estimation.
Chapter 6HideHide detailsSee detailsStochastic simulation methods
Stochastic simulation methods
Lesson 1 • Turning bands and LU decomposition
Covers alternative simulation algorithms including turning bands and LU decomposition. Compares computational efficiency and applicability of each method.
Lesson 2 • Sequential Gaussian simulation
Implements SGS by visiting random nodes and drawing from conditional Gaussian distributions. Covers the random path, conditioning data, and kriging within SGS.
Lesson 3 • Sequential indicator simulation
Applies sequential simulation to categorical or threshold-based variables using indicator kriging. Produces facies or lithology realisations honouring proportions.
Lesson 4 • Validating and post-processing simulations
Checks that realisations reproduce input statistics, variograms, and conditioning data. Summarises ensembles using E-type means, variances, and probability maps.
Lesson 5 • Simulation vs. estimation concepts
Contrasts the smoothing effect of kriging with the variability preserved in simulation. Motivates simulation for uncertainty quantification and risk analysis.
Chapter 7HideHide detailsSee detailsUncertainty quantification and risk analysis
Uncertainty quantification and risk analysis
Lesson 1 • Probability maps and risk indicators
Creates maps of exceedance probability for contamination, grade, or other thresholds. Links spatial probability maps to remediation or extraction decisions.
Lesson 2 • Communicating uncertainty to stakeholders
Translates probabilistic outputs into clear visual and narrative formats for non-technical audiences. Avoids overconfidence and misrepresentation of model limitations.
Lesson 3 • Loss functions and decision theory
Applies symmetric and asymmetric loss functions to choose optimal estimates under uncertainty. Connects geostatistical outputs to economic decision frameworks.
Lesson 4 • Global uncertainty from simulation ensembles
Aggregates local uncertainties across realisations to produce global resource distributions. Demonstrates the difference between local and global uncertainty.
Lesson 5 • Sensitivity analysis of model parameters
Assesses how variogram parameters, data density, and transform choices affect uncertainty. Identifies dominant sources of model uncertainty for prioritisation.
Chapter 8HideHide detailsSee detailsApplied geostatistical workflows
Applied geostatistical workflows
Lesson 1 • Model validation and quality control
Applies cross-validation, swath plots, and global bias checks to verify model performance. Iterates on parameters until validation criteria are met.
Lesson 2 • Domain and population definition
Segments the study area into stationary domains with distinct spatial statistics. Ensures that variogram models and kriging parameters are domain-specific.
Lesson 3 • Project scoping and data audit
Defines study objectives, data requirements, and quality criteria before modelling begins. Prevents downstream errors by resolving data issues at the outset.
Lesson 4 • Reporting and peer review standards
Structures technical reports to meet professional and regulatory reporting expectations. Prepares students for independent peer review of geostatistical studies.
Lesson 5 • Model construction and parameter selection
Integrates variogram modelling, search design, and kriging variant selection into a coherent model. Documents all parameter choices with justification.
Your valid completion certificate
This course is for you:
Geoscientist: needs rigorous spatial estimation methods beyond standard contouring tools.
Environmental consultant: must quantify contamination uncertainty for regulatory submissions.
Mining engineer: requires defensible grade estimation for resource classification reports.
Data scientist: wants to extend predictive modelling skills into structured spatial domains.
Hydrologist: seeks probabilistic tools for mapping groundwater or soil property variability.
Graduate researcher: builds geostatistical competency to support thesis fieldwork and analysis.
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