Retrieval Practice
Students strengthen memory by actively recalling information, not just rereading or watching. Polus uses practice that asks students to bring ideas back from memory.
Learning science
A student can perform well today and still forget, misapply, or depend on support tomorrow. Mastery Realm uses established principles to help understanding become more durable and independent.
Principles
The terms are technical; the parent-facing ideas are straightforward.
Students strengthen memory by actively recalling information, not just rereading or watching. Polus uses practice that asks students to bring ideas back from memory.
Learning is stronger when practice is spread out over time. Polus can revisit concepts after time has passed.
Students learn to choose methods more flexibly when related problem types are mixed. Polus varies practice instead of repeating only one pattern.
Students need to know quickly whether their thinking is correct and why. Feedback is part of the learning loop.
Early learners benefit from seeing high-quality examples before doing too much unsupported practice.
Support should help the learner think, not simply give the answer. Polus uses support most heavily during Learning Mode.
Good questions can guide students to notice structure and repair misconceptions.
Students should move forward when understanding is strong enough, not just when a lesson is completed.
Metacognition is how accurately students judge their own understanding.
Responsible claims
Polus uses established findings to guide product design. It does not promise higher grades, universal success, or specific test-score gains.
Mastery Realm is still in development. Measured product outcomes will require real pilot data.
Selected research
These publications support the general principles described here. They are not evidence that Mastery Realm has already produced measured student outcomes.
Roediger and Karpicke (2006), test-enhanced learning and long-term retention.
View publicationCepeda and colleagues (2006), a quantitative review of distributed practice.
View publicationRohrer and Taylor (2007), mixed mathematics problems and learning.
View publicationAtkinson and colleagues (2000), learning from worked examples.
View publicationNext step