Unit 5 / 11

Mineral Exploration, Ore Modeling and Resource Estimation

Gains:

  • Ability to explain the use of AI and multi-layer data fusion in mineral prospectivity
  • Understanding how to make block model and grade estimation using geostatistics (kriging, variogram) and machine learning.
  • Ability to test source estimation outputs with cross-validation, classification confidence and reporting standards

Prospecting is a betting game where multimillion-dollar decisions are based on a handful of drill samples. A mineral deposit (English ore deposit; a mineral accumulation rich and large enough to be exploited) is hidden under an area of ​​hundreds of square kilometers, and we "see" it only with infrequent drillings, geophysical shadows and surface markers. That's why mineral exploration is one of the most exciting but also most dangerous application areas of AI: when used correctly, it speeds up exploration targeting and extracts more meaning from sparse data; When used incorrectly, it hides a non-existent substance behind statistics and misleads both investors and society.

In this unit, we will cover two major artificial intelligence aspects of exploration: exploration targeting (mineral prospectivity; estimating from multi-layered data which area is likely to have a deposit) and resource estimation (calculating with what confidence we can say how much metal is in a drilled deposit). In both, AI is a powerful pattern finder; But in both cases, the final figure is the responsibility of the competent person who has signed international reporting standards.

Search Targeting: Multi-Layered Data Fusion

An exploration geologist looks not at a single type of data but at overlaid layers: geological map, structural contours (faults and folds), geophysics (magnetic, gravity, resistivity), geochemistry (soil and stream sample element values), and alteration mapped by remote sensing. Each layer is a faint clue; The real signal is where they point together. This is called data fusion.

Artificial intelligence does two jobs here. First, it aligns dozens of layers onto the same coordinate grid (a singular, tedious but error-prone task) into a single analysis table. Second, it learns the pattern around known deposits and marks new areas with a similar signature (supervised learning). But there is a critical trap here: the number of known beds is often very small (perhaps 5-10 beds in one area), so the model easily memorizes and fails in new areas. That's why the targeting output is not a "sure gem exists" list, but a "priority order worth testing by drilling".

The steps are typically as follows: (1) align and clean layers, (2) translate each layer into meaningful token based on bed model (e.g. “distance to fault intersection”, “magnetic high edge”), (3) train with known beds or weight with expert rule, (4) produce probability map, (5) test highest probability areas in the field and with low-cost methods.

Tip: Instead of feeding layers raw into the model, derive geologically meaningful markers (“magnetic ring + argillic alteration + fault intersection for porphyry copper”). Indicators compatible with the bearing model produce much more robust targets than blind statistics.

Geostatistics and Resource Estimation: Variogram, Kriging and Block Model

Once the deposit is found and drilled, the question changes: “How much metal is there here and how much can we trust it?” The answer requires an extrapolation from sampled drill points to unsampled rock volume. The standard tool for this is geostatistics.

The basic concept is the variogram: a measure of spatial continuity that describes how grade similarities decrease as two samples move further apart. Nearby examples are similar, distant ones are independent; The variogram quantifies this "similarity range". Kriging is a weighted average method that uses this variogram structure to give the grade, both the estimate and the uncertainty of the estimate, for each unsampled block. The deposit is divided into blocks with sides measured in meters (block model), and each block is assigned a grade and confidence.

Artificial intelligence comes in at three points here. In variogram modeling, it suggests alternative models and evaluates the fit. Machine learning methods (e.g. random forest, gradient boosting) can capture nonlinear grade relationships in addition to kriging. And it speeds up the coding, checking and reporting of the entire workflow. But two iron rules remain constant: estimation uncertainty can never be hidden, and the final resource is sorted by the competent person into Measured/Indicated/Inferred classes according to international standards (public, auditable frameworks of resource/reserve reporting, such as JORC, NI 43-101, PERC).

Caution: The machine learning model may "smooth" drilling breaks, creating continuity that does not exist in reality. A few high-grade specimens can unfairly enrich (English smearing) an entire block. Limiting high values ​​(top-cut) and controlling the number of samples on a block basis is essential; otherwise the tonnage will swell on paper.

Three Mini Cases: By the Numbers

Case 1 — Targeting prioritization. An exploration team was working with a limited drilling budget in a 380 km² license area. A probability map fusing seven geophysical/geochemistry layers marked only 6% of the area as “high priority.” The team directed the first five drills into this 6%; found significant copper intersections in three of them. The critical point: the map did not "prove" the ore, rationalized where to focus the drilling budget and reduced the number of blind trials.

Case 2 — Capture of Smearing. At one gold deposit, the first block model had inflated surrounding blocks due to the impact of a single oversample of 78 g/t, overestimating the resource by 14%. The prediction was brought to a realistic level with the top-cut (reducing the high value to the statistical threshold) and neighboring sample control applied in the QA/QC review. The difference directly affected a multimillion-dollar investment decision.

Case 3 — Classification discipline. On an iron project, the model showed predicting the entire deposit with high confidence; however, drilling density was very sparse in the marginal areas. The authorized person removed the sparsely sampled volume from the economic evaluation, downgrading it to "Inferred". Thus, the report avoided exaggeration in the publicly disclosed reserves and remained in line with the standard.

Weak Prompt / Strong Prompt

Weak prompt:

Analyze drilling yield and tell how much gold is in the deposit.[assay table]

Powerful prompt:

Your role: Resource geostatistician. GIVE A SOURCE NUMBER with the following compound assay data. Instead:1) Summarize the grade distribution; mark possible outliers and the need for a top-cut.2) Suggest which variogram directions should be examined for spatial continuity.3) Indicate which areas can only be classified as "Omitted" due to low drilling density.4) List 4 sources of uncertainty that could affect the result.Data is anonymous; no actual coordinates/company.

The powerful prompt prevents the model from producing a single deceptive number and turns it into an assistant who organizes exactly the questions that the person in charge should ask.

Four Copiable Templates

1) Token derivation for layer fusion:

Suggest meaningful markers from the following layers based on the porphyry copper exploration model: magnetic, gravity, resistivity, soil geochemistry (Cu-Mo-Au), alteration. For each marker: link to the deposit model, possible misleading source, and field verification method. Giving a precise target; Establish priority logic.

2) Assay QA/QC pre-screening:

Check the assay table for the following: negative/impossible value, proportion of signs below detection limit, unit discrepancy (ppm/%/g-t), repeat sample agreement, blank and standard sample drift. Just list the issues by drilling_id; appraisal, correction.

3) Variogram interpretation draft:

Interpret experimental variogram results: explain in plain language what nugget, range and sill mean; Are there any signs of anisotropy? Mark which decisions require geologist approval before kriging. Logic, not code.

4) Source classification control:

In the block model, for each block: kriging variance, number of samples used in estimation and distance to the nearest borehole were given. Give a REASONABLE outline of which blocks best fit the Measured/Displayed/Inferred class according to standard logic. The final classification belongs to the authorized person; state this.

Comparison of Methods

Method

What does

strong point

Main risk

Expert rule (weighted layer)

Sorts targets with information

Works with little data, transparent

expert bias

Supervised ML targeting

Learns from the known bed

Captures complex pattern

Memorization in a few examples

kriging

Tenor predicts with uncertainty

Standard, auditable

Variogram error, smearing

ML grade estimate

nonlinear relationship

Flexible

Can hide uncertainty, over-adaptation

Simulation (e.g. SGS)

Generates probability scenarios

Visualizes uncertainty

Overconfidence if misinterpreted

Tip: When estimating resources, ask for a range and scenario rather than a “single best number.” Three optimistic/expected/cautious scenarios provide a much more honest basis for decision-making than the false certainty created by a single number.

Common mistakes

  • Making ML memorize with a little-known bed. A model trained with five bearings is unreliable in the new field; view the output as a priority list, not as evidence.
  • Not limiting extreme values. A single high assay, if top-cutting is not done, will unfairly enrich (smear) the surrounding blocks and inflate the tonnage.
  • Not reporting uncertainty. Hiding Kriging variance and classification and presenting single figures is against standards and integrity.
  • Skipping classification. Presenting sparsely sampled volume as Measured compromises economic judgment and public confidence.
  • Skipping QA/QC. No grade is reliable without laboratory monitoring of drift with blank and standard samples.

In summary

  • Exploration targeting generates drilling priority through multi-layered data fusion; It does not prove the ore, it reduces the blind trial.
  • Resource estimation estimates grade with certainty using variograms and kriging; The block model is built on this.
  • Machine learning is powerful, but it memorizes small samples, smears at outliers, and can hide uncertainty.
  • The final weld is classified and signed by an authorized qualified person according to standards such as JORC/NI 43-101.
  • The value is not in one deceptive number; The uncertainty is in a testable priority and classification that is honestly reported.

Application task

Receive an anonymized compound assay table (or representative values). With the powerful prompt, ask the model for: overvalue/top-cut need, variogram directions and low density regions instead of a source figure. Then have the "source classification control" template produce a draft of which blocks will fall into which trust class. Finally, observe whether the model tries to give a single tonnage figure and write in one sentence why you should reject it.

checklist

  • [ ] I realized that exploration targeting does not prove ore, it produces drilling priority.
  • [ ] I can explain how variogram and kriging estimate grade with uncertainty.
  • [ ] I recognize the risks of smearing, top-cut and overvalue and consider QA/QC mandatory.
  • [ ] I understand that the resource is classified as Measured/Indicated/Inferred by the standard and belongs to the authorized person.
  • [ ] I adopted a discipline that requires uncertainty ranges and scenarios instead of single numbers.