rref

MCP tool from Sagemath MCP by XBP-Europe

list[list[float]]

How to use it

rref is exposed by the Sagemath MCP MCP server. Add the server to your MCP client (Claude Desktop, Cursor, Windsurf and others), and the rref 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]]

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"

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