Free, open-source computational mathematics with step-by-step explanations. Differentiation, integration, matrix operations — offline, private, explainable.
All computation stays on your machine. No cloud dependency, no data collection, no tracking. Your mathematical expressions never leave your computer.
Get detailed step-by-step explanations for every computation. See exactly how solutions are derived, not just final answers.
Plugin system supports custom rules, solvers, and renderers. Extend functionality to match your specific needs.
No internet connection required. Perfect for classrooms, exams, or anywhere you need reliable mathematical computation.
CLI, Python API, and REST API support. Easy integration into your applications and workflows.
MIT licensed, completely open-source. No subscriptions, no paywalls, no hidden costs. Community-driven development.
Download the standalone desktop application — no Python installation required!
Download Calcora.exe (37 MB)Single .exe file, runs anywhere, no dependencies
Install via pip, full API access, CLI tools
Try online instantly, no installation needed
Install Calcora with all features using pip:
python -m pip install -e ".[engine-sympy,cli,api,dev]"
Differentiate a function with step-by-step explanations:
calcora differentiate "sin(x**2)" --verbosity detailed --format text
Use Calcora programmatically in your Python applications:
from calcora import differentiate
result = differentiate("x**2 + 3*x + 2")
print(result.output) # Shows: 2*x + 3
Docker support and self-hosting guides are available in the documentation section.
Core scaffolding, step DAG architecture, basic differentiation rules, plugin system.
10 integration techniques, 43 tests, benchmark validation, 96% accuracy vs SymPy.
Production-ready Windows desktop app, custom icon, graceful shutdown, professional polish. 37 MB single-file executable.
LaTeX export for homework, PyWebView native GUI, macOS and Linux builds, code signing for all platforms.
Series expansion (Taylor/Maclaurin), limits (L'Hôpital's rule), trigonometric substitution, 95%+ Calculus I/II coverage.
API stability commitment, LTS support, 90%+ test coverage, 20+ professors adopting, comprehensive documentation.