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SageMath for comprehensive mathematical computation
--- name: sage-math-interface-1a9b01f5e785 description: SageMath for comprehensive mathematical computation allowed-tools: - Bash - Read - Write - Edit - Glob - Grep metadata: specialization: mathematics domain: science category: symbolic-computation phase: 6 graph: domains: [domain:mathematics] specializations: [specialization:computational-mathematics] skillAreas: [skill-area:mathematical-reasoning, skill-area:computational-geometry, skill-area:graph-algorithms] workflows: [workflow:experiment-design] roles: [role:computational-scientist, role:research-scientist] --- # SageMath Interface ## Purpose Provides interface with SageMath for comprehensive mathematical computation spanning algebra, number theory, geometry, and more. ## Capabilities - Unified interface to multiple CAS systems - Number theory computations - Algebraic geometry calculations - Combinatorics and graph theory - Cryptographic functions - Notebook interface generation ## Usage Guidelines 1. **Python Syntax**: Use Python-based SageMath conventions 2. **Backend Selection**: Choose appropriate computational backend 3. **Number Theory**: Use built-in number theoretic functions 4. **Algebraic Structures**: Work with rings, fields, groups ## Tools/Libraries - SageMath - GAP - Singular - PARI/GP--- name: sage-math-interface-1a9b01f5e785 description: SageMath for comprehensive mathematical computation allowed-tools: - Bash - Read - Write - Edit - Glob - Grep metadata: specialization: mathematics domain: science category: symbolic-computation phase: 6 graph: domains: [domain:mathematics] specializations: [specialization:computational-mathematics] skillAreas: [skill-area:mathematical-reasoning, skill-area:computational-geometry, skill-area:graph-algorithms] workflows: [workflow:experiment-design] roles: [role:computational-scientist, role:research-scientist] --- # SageMath Interface ## Purpose Provides interface with SageMath for comprehensive mathematical computation spanning algebra, number theory, geometry, and more. ## Capabilities - Unified interface to multiple CAS systems - Number theory computations - Algebraic geometry calculations - Combinatorics and graph theory - Cryptographic functions - Notebook interface generation ## Usage Guidelines 1. **Python Syntax**: Use Python-based SageMath conventions 2. **Backend Selection**: Choose appropriate computational backend 3. **Number Theory**: Use built-in number theoretic functions 4. **Algebraic Structures**: Work with rings, fields, groups ## Tools/Libraries - SageMath - GAP - Singular - PARI/GP
Imported from the listed AgentSkill.sh category. Complete supplied package files and notices are retained. Required external tools and credentials are not installed. No bundled code was executed during import. Individual agent task behavior has not been tested.