Symbolic Algebra MCP Server

by sdiehl

matrix_eigenvectors

Compute eigenvectors of a matrix using SymPy to analyze linear transformations and identify key vector directions in algebraic systems.

Instructions

Calculates the eigenvectors of a matrix using SymPy's eigenvects method.

Args: matrix_key: The key of the matrix to calculate eigenvectors for. Example: # Create a matrix matrix_key = create_matrix([[1, 2], [2, 1]]) # Calculate its eigenvectors evecs_key = matrix_eigenvectors(matrix_key) Returns: A key for the eigenvectors expression (usually a list of tuples (eigenvalue, multiplicity, [eigenvectors])).

Input Schema

NameRequiredDescriptionDefault
matrix_keyYes

Input Schema (JSON Schema)

{ "properties": { "matrix_key": { "title": "Matrix Key", "type": "string" } }, "required": [ "matrix_key" ], "title": "matrix_eigenvectorsArguments", "type": "object" }

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