Mathematics & Logical Ability
About The MindMath Academy
We help students understand Mathematics clearly, build strong foundations and develop the confidence to solve problems independently.
✦ About The MindMath Academy
Building Strong Mathematical Minds
With more than 7 years of experience in Chess coaching, we have had the privilege of helping 10,000+ students across 17 countries develop stronger thinking, problem-solving and decision-making skills.
Building on this experience, we are now bringing the same focus on logical thinking and problem-solving to Mathematics through The MindMath Academy.
Our goal is to help young learners understand Mathematics, build strong foundations and become confident problem-solvers — wherever they are in the world.
✦ Understanding before memorisation
✦ Progress at their pace
✦ Clear explanations, not jargon
✦ Confidence through practice
WHO WE ARE
From Strategic Thinking to Mathematical Thinking
Our journey began with Chess, where we have spent more than seven years helping students develop concentration, strategic thinking, logical reasoning and problem-solving skills.
With students learning with us across 17 countries, we saw an opportunity to bring these same thinking skills into Mathematics education.
The MindMath Academy was created to help students not simply learn Maths, but understand it, apply it and develop the confidence to solve problems independently.
Concentration
Build focus and concentration through meaningful learning.
Strategic Thinking
Turn ideas into structured and strategic approaches.
Logical Reasoning
Develop reasoning and problem-solving abilities.
Mathematical Thinking
Bring strategic and logical thinking into Mathematics.
Global Experience
Our experience includes working with students across 17 countries through our Chess coaching journey.
Independent Problem Solving
Build confidence to solve problems independently.
Our Approach
Our Strengths
Our Mission
To make Mathematics easier to understand through clear concepts and simple explanations.
To develop logical thinking and problem-solving abilities through meaningful practice.
To help learners build confidence in approaching mathematical and logical problems.
To create a learning environment where understanding comes before memorization.
To encourage continuous learning, practice, improvement, and intellectual growth.