What LOGICUS Offers

Mathematics Classes

Our unique curriculum blends the strengths of both Singapore and Russian math curriculums to create a comprehensive, well-rounded approach to mathematics education. It draws on the strength of the Singapore Math curriculum's focus on a deep conceptual understanding of math principles and problem-solving, coupled with the Russian Math curriculum's emphasis on deep theoretical understanding, rigor, and logical thinking. This innovative fusion promotes an integrated and comprehensive learning experience, cultivating not just proficient mathematicians but students who are capable of applying their mathematical skills to real-world problems in innovative and critical ways.

Math Olympiad Training

Participating and training for Math Olympiads offer a wealth of benefits to students, educators, and communities. These competitions encourage intellectual growth, promote critical thinking and problem-solving skills, and foster a love for mathematics.

Chess Classes

The benefits of learning chess are numerous, ranging from cognitive and emotional development to social connections and lifelong learning opportunities. By playing chess, individuals can sharpen their minds, enhance their creativity, and develop essential life skills that contribute to their overall well-being and success.

Cube Classes

Instructors with experience and knowledge in solving the Rubik's Cube can provide valuable insights, tips, and tricks, making the learning process more efficient and enjoyable, while also helping learners develop the skills and techniques required for success in competitions.

Conceptual Analytical Mathematics (CAM)

Our unique blend of Singapore and Russian math curriculums results in an incredibly robust and comprehensive approach to mathematics education.

Here is how these two distinctive curriculums intertwined:

  1. Conceptual Understanding - Singapore Math's strong emphasis on conceptual understanding sets a firm foundation for mathematical principles. Students are first introduced to concepts through concrete materials and pictorial representations before moving on to abstract algorithms. This CPA (Concrete, Pictorial, Abstract) approach is crucial for helping students truly understand mathematical concepts rather than simply memorizing procedures. It emphasizes number sense, mental math, and model drawing for problem-solving.

  2. Problem-Solving - Another hallmark of the Singapore Math curriculum is its emphasis on problem-solving and heuristic model drawing, which encourages students to visualize mathematical situations to make them easier to solve. By incorporating this into the combined curriculum, students would be well-equipped to tackle complex, real-world math problems.

  3. Deep Theoretical Foundations and Rigor - The Russian math curriculum is renowned for its deep theoretical focus. It places great importance on the understanding of mathematical theory rather than just computation. The curriculum includes a heavy focus on abstract mathematical concepts, logic, and reasoning from an early age, and students are often asked to prove mathematical theorems, which fosters deep understanding and analytical thinking. It believes in the potential of every child to succeed in mathematics, and views struggle as an essential part of learning.

  4. Critical and Logical Thinking - Russian Math also emphasizes critical and logical thinking, which can help students make connections between different areas of mathematics and apply their mathematical knowledge to new situations. By incorporating this into the blended curriculum, students would gain an excellent ability to analyze problems and think critically about their solutions.

  5. Integrated Approach: By combining the Singapore and Russian math curricula, students would be provided with a deep understanding of mathematical concepts, a wealth of problem-solving strategies, and the ability to think critically and logically about mathematical situations. This integrated approach could make math more accessible and enjoyable for students, leading to increased confidence and improved performance in the subject.