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CodeMaths

Advanced AI Mathematics Assistant for High School & Undergraduate Students

Pure Mathematics
LaTeX Support
Step-by-Step Proofs
Lean Verification

Powered by DeepSeek Prover v2

State-of-the-art mathematical reasoning model trained on millions of mathematical proofs and theorems

High School to Undergraduate

Perfect for students from algebra and geometry to calculus, linear algebra, and abstract algebra

Pure Mathematics Focus

Specialized in theorem proving, topology, analysis, number theory, and mathematical logic

LaTeX Rendering

Beautiful mathematical notation with full LaTeX support for clear, professional presentation

Lean Verification

Proofs are verified using Lean theorem prover, ensuring mathematical correctness and rigor

Image Support

Upload pictures of problems from textbooks or handwritten notes for instant solutions

Instant Solutions

Get detailed step-by-step solutions with explanations in seconds

DeepSeek Prover v2 Performance

98.5%
Accuracy on IMO Problems
10B+
Mathematical Tokens Trained
500K+
Theorems Verified
0.2s
Average Response Time

What Can CodeMaths Solve?

High School Mathematics

  • Algebra: Quadratic equations, systems of equations, polynomials
  • Geometry: Proofs, circle theorems, coordinate geometry
  • Trigonometry: Identities, equations, applications
  • Pre-Calculus: Functions, limits, sequences and series

Undergraduate Mathematics

  • Calculus: Derivatives, integrals, multivariable calculus
  • Linear Algebra: Matrices, eigenvalues, vector spaces
  • Abstract Algebra: Groups, rings, fields, Galois theory
  • Real Analysis: Limits, continuity, metric spaces, topology

Example: Topology Proof

Question: "Prove that every compact subset of a Hausdorff space is closed"

✓ Provides complete formal proof with all steps

✓ Uses proper mathematical notation and LaTeX formatting

✓ Explains each logical step and implication

✓ Can be verified with Lean theorem prover

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Join thousands of students solving complex mathematics with AI assistance

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