π§ Interactive Mind Maps¶
Visual representations of algorithm patterns, data structures, and problem relationships in the NeetCode framework.
How to Use
- π±οΈ Drag β Move the mind map around
- π Scroll β Zoom in and out
- π Click node β Expand or collapse branches
- Toolbar β Use bottom-right controls for fit, zoom, fullscreen
π€ AI-Powered Ontology Analysis (NEW!)¶
"Let AI synthesize what takes humans years to internalize."
Our AI Ontology Analyzer processes the entire knowledge graph β API Kernels, Patterns, Algorithms, Data Structures, Problem Families β and generates creative, interconnected mind maps that reveal insights human-curated lists miss.
What makes it special:
- 𧬠Deep Pattern Synthesis β AI identifies non-obvious connections between patterns
- π― Smart Linking β Problems link to GitHub solutions (when available) or LeetCode
- π Multi-language β Generate in English and ηΉι«δΈζ
- β»οΈ Regeneratable β Run
python tools/generate_mindmaps_ai.pyto create fresh insights
English Version¶
AI-synthesized pattern relationships and learning insights.
ηΉι«δΈζη¶
AI ζΊθ½εζ樑εΌιθ―θεΈηΏζ΄ε―γ
π Pattern Hierarchy¶
API Kernels β Patterns β Problems hierarchy. Understand how algorithmic building blocks relate to specific patterns and problems.
π¨βπ©βπ§βπ¦ Family Derivation¶
Base template problems and their derived variants. Learn the base pattern first, then apply to variants with small modifications.
β‘ Algorithm Usage¶
Problems organized by the algorithms they use. Find problems that practice specific algorithmic techniques.
ποΈ Data Structure Usage¶
Problems organized by the primary data structures they use.
π’ Company Coverage¶
Problems frequently asked by top tech companies. Prepare strategically for your target companies.
πΊοΈ Learning Roadmaps¶
Curated problem sequences for different learning goals (NeetCode 150, Blind 75, etc.).
π Problem Relations¶
Related problems network. Practice related problems together to reinforce patterns.
π Solution Variants¶
Problems with multiple solution approaches. Understanding different approaches deepens your algorithmic thinking.
π Difficulty Γ Topics¶
Topics organized by difficulty level. Start with Easy, progress to Hard.