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Add solve_equation tool
Browse files
app.py
CHANGED
@@ -4,19 +4,68 @@ import requests
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import pytz
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import yaml
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from tools.final_answer import FinalAnswerTool
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from Gradio_UI import GradioUI
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# Below is an example of a tool that does nothing. Amaze us with your creativity !
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@tool
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def
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Args:
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"""
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@tool
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def get_current_time_in_timezone(timezone: str) -> str:
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@@ -55,7 +104,7 @@ with open("prompts.yaml", 'r') as stream:
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agent = CodeAgent(
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model=model,
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tools=[final_answer], ## add your tools here (don't remove final answer)
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max_steps=6,
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verbosity_level=1,
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grammar=None,
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import pytz
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import yaml
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from tools.final_answer import FinalAnswerTool
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import re
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from typing import List, Union
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import sympy as sp
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from sympy.core.expr import Expr
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from Gradio_UI import GradioUI
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# Below is an example of a tool that does nothing. Amaze us with your creativity !
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@tool
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def solve_equation(equation_str: str) -> List[Union[Expr, float]]:
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"""
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A tool for solving single-variable equation provided as a string.
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Args:
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equation_str: A string representing the equation in the format
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"<expression> = <expression>". Expressions can include numbers,
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variables (e.g., 'x'), and arithmetic operators (+, -, *, /).
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Exponentiation can be specified using Python's '**' operator or the
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LaTeX-style '^{...}' (e.g., "x^{1/11}" is interpreted as x**(1/11)).
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Returns:
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A list of solutions (each a sympy.Expr or float) for the variable found in the equation.
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Raises:
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ValueError: If the equation does not contain an '=' sign or if no variable is found.
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Example:
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>>> eq_str = "x^{1/11} + (x^{10/11} / x) = 4.25"
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>>> solutions = solve_equation(eq_str)
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>>> for sol in solutions:
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... print(sol)
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"""
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# Convert LaTeX-style exponentiation (e.g., x^{1/11}) to Python-style (x**(1/11))
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equation_str = re.sub(r'\^\{\s*([^}]*)\s*\}', r'**(\1)', equation_str)
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# Replace any remaining '^' with '**'
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equation_str = equation_str.replace('^', '**')
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# Split the string into left-hand side and right-hand side
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if '=' not in equation_str:
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raise ValueError("The equation must contain an '=' sign.")
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lhs_str, rhs_str = equation_str.split('=')
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# Convert the string expressions to sympy expressions
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lhs: Expr = sp.sympify(lhs_str)
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rhs: Expr = sp.sympify(rhs_str)
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# Form the equation lhs == rhs
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eq = sp.Eq(lhs, rhs)
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# Determine the free symbols (variables) in the equation
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variables = list(eq.free_symbols)
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if not variables:
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raise ValueError("No variable found in the equation.")
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elif len(variables) > 1:
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# For multiple variables, the first one is chosen for solving.
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var = variables[0]
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else:
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var = variables[0]
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# Solve the equation for the chosen variable
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solutions: List[Union[Expr, float]] = sp.solve(eq, var)
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return solutions
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@tool
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def get_current_time_in_timezone(timezone: str) -> str:
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agent = CodeAgent(
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model=model,
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tools=[final_answer, solve_equation], ## add your tools here (don't remove final answer)
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max_steps=6,
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verbosity_level=1,
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grammar=None,
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