matrix_a

MCP tool from Sagemath MCP by XBP-Europe

list[list[float]]

How to use it

matrix_a is exposed by the Sagemath MCP MCP server. Add the server to your MCP client (Claude Desktop, Cursor, Windsurf and others), and the matrix_a tool becomes available to the model automatically. See the full listing for setup details and every tool this server provides.

Install Sagemath MCP

$docker run -p 8314:8314 sagemath-mcp:latest --transport streamable-http

FULL SAGEMATH MCP LISTING

Other tools in Sagemath MCP (39)

calculate_expression

Evaluate a symbolic expression and return both its string representation and numeric value (when possible). Uses Sage's sageeval() internally with pre-declared variables x, y, z, t.

capture_stdout

bool

code

string

determinant

float or string

differentiate_expression

Compute the symbolic derivative of an expression. Calls Sage's diff(expr, var, order) internally.

string or null

list[float]

float

string or list[string]

expand_expression

Expand products, powers, and trigonometric/logarithmic identities using Sage's expand().

expression

string

factor_expression

Factor a symbolic expression or integer using Sage's factor().

function

string

integrate_expression

Compute indefinite or definite integrals. Calls Sage's integrate() function.

inverse

list[list[float]]

latex

string or null

limit_expression

Compute the limit of an expression as a variable approaches a point. Calls Sage's limit() function.

string or null

list[list[float]]

list[list[float]]

Multiply two matrices over the Symbolic Ring (SR). Input matrices are nested lists of numbers.

matrix_operation

Perform a single matrix operation. Supports six operations on matrices over the Symbolic Ring.

string

int (>= 1)

string

int

string or null

"expression" or "statement"

rref

list[list[float]]

series_expansion

Compute a Taylor or Laurent series expansion around a point. Calls Sage's .series() method.

simplify_expression

Apply Sage's simplify() function to reduce a symbolic expression to a simpler form.

solve_equation

Solve a single equation or a system of simultaneous equations. Calls Sage's solve() function. Equations are parsed by splitting on =: the string "x^2 - 1 = 0" becomes the Sage equation x^2 - 1 == 0.

solve_ode

Solve an ordinary differential equation using Sage's desolve(). The equation is specified as a string using Sage's diff() notation. The solver returns a general solution with arbitrary constants (C, K1, K2, etc.).

string

float

list[list[float]]

string or null

string

bool