Training

Recoverable Resource Estimation by nonlinear geostatistics – Module 4: Advanced multivariate modeling

Keep complex multivariate estimates coherent. Use PCA, MAF and PPMT to decorrelate variables, impute missing assays and preserve sum or ratio constraints in estimation and simulation.
Next session July 23, 2027
Duration 1 day
Price EUR 550

Where this module sits

The “Recoverable Resource Estimation” course is delivered in four modules that you can take separately or in sequence.

Module 1 — Uniform Conditioning. Unbiased grade-tonnage curves from sparse drilling, localized to the SMU level.
Module 2 — Multiple Indicator Kriging and Conditional Expectation. Two nonlinear estimators and how to choose between them.
Module 3 — Simulations. Multiple realizations with Turning Bands, SGS, and direct block simulation, post-processed into grade-tonnage curves.
Module 4 — Advanced multivariate modeling. Trend, decorrelation by PCA, MAF and PPMT, imputation and ratio transforms.

Objectives

  • Separate modeling a trend from estimating with a trend in place, and recognize what a misplaced trend does to your estimates.
  • Decorrelate several correlated variables with PCA, MAF, or PPMT, and choose between them according to how far the decorrelation has to hold.
  • Impute missing values across a multi-variable dataset, instead of discarding every sample with an incomplete assay.
  • Carry sum and ratio constraints through estimation and simulation, so metal-to-oxide relationships survive the process.

Target audience

Geologists, mining engineers, and professionals involved in feasibility studies or medium- to long-term planning who wish to deepen their theoretical and practical knowledge of mining geostatistics.

Content

  • Trend modeling. Two distinct operations that are easy to confuse: modeling the trend itself and estimating with a trend already in place. When to separate them, and what a misplaced trend does to your estimates.
  • Three multivariate decorrelation techniques – Principal Component Analysis (PCA), Minimum/Maximum Autocorrelation Factors (MAF), and Projection Pursuit Multivariate Transform (PPMT). All three address the same problem: cokriging several correlated variables at once quickly becomes unmanageable, while simulating them separately breaks their relationships. These methods turn the variables into independent factors you can handle one at a time, then transform them back. Where they differ is how far the decorrelation holds — at zero distance only, at two distances, or across the full joint distribution.
  • Multivariate imputation. Filling the gaps in an incomplete dataset, using the correlations between variables to estimate the values you don’t have — so you can run the transforms above without discarding every sample that has a missing assay.
  • Ratio transforms. For variables bound by a sum or a ratio, such as metal-to-oxide relationships or grades that must total a fixed amount, so the constraint survives estimation and simulation rather than being broken.

What the course includes

  • Balanced learning approach. Theory paired with practical applications, so you understand and apply the concepts.
  • Hands-on software training. Computer exercises in Isatis.neo, on real datasets.
  • Personalized feedback. Individual guidance from experienced trainers throughout the online sessions.
  • Comprehensive resources. A temporary software license, course documentation, journal files, and datasets to keep and reuse after the course.
  • Certificate of completion issued at the end of the session.

Prerequisites

  • Basic knowledge of linear geostatistics is recommended. The Mineral Resource Estimation course, which covers the fundamental concepts of geostatistics for resource estimation, provides an ideal foundation for this advanced course.
  • A basic understanding of resource concepts such as gradetonnage, and cut-off is beneficial.

Register, or ask us first

This form handles all three: registration, a quote for yourself or your team, and questions about the content or the prerequisites.

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