MagicPlot vs jamovi
Side-by-side comparison for macOS
MagicPlot
8.0Software for nonlinear fitting, plotting and data analysis
jamovi
7.0Statistical software
| Metric | MagicPlot | jamovi |
|---|---|---|
| Category | Science | Science |
| AI Score | 8.0 | 7.0 |
| 30-day Installs | 1 | 31 |
| 90-day Installs | 1 | 97 |
| 365-day Installs | 22 | 383 |
| Version | 3.0.1 | 2.7.28.0 |
| Auto-updates | No | Yes |
| Deprecated | No | No |
| GitHub Stars | — | 695 |
| GitHub Forks | — | 75 |
| Open Issues | — | 357 |
| License | — | NOASSERTION |
| Language | — | TypeScript |
| Last GitHub Commit | — | 1mo ago |
| First Seen | Apr 15, 2021 | Aug 9, 2023 |
Reviews
MagicPlot
MagicPlot is a powerful tool for nonlinear curve fitting, data analysis, and plotting, offering a user-friendly interface suitable for scientists and engineers. Its ability to handle complex data analysis tasks makes it a valuable resource for researchers and professionals in various scientific fields.
MagicPlot is software for nonlinear curve fitting, data analysis, and plotting.
Pros
- + Cross-platform support for Windows, macOS, and Linux
- + Advanced plotting tools and nonlinear fitting capabilities
- + Intuitive interface that simplifies data analysis without a steep learning curve
Cons
- - Lack of auto-update feature
- - Interface may seem outdated compared to newer applications
jamovi
Jamovi is a user-friendly statistical software designed to bridge the gap between researchers and statisticians. It offers a modern interface for statistical analysis, integrates with R, and is open-source, making it accessible and extensible for data professionals.
Jamovi provides tools for statistical analysis, modeling, and visualization, catering to researchers and statisticians.
Pros
- + User-friendly interface for statistical analysis
- + Open-source and extensible with R integration
- + Free and accessible for researchers and statisticians
Cons
- - High number of open issues may indicate stability concerns
- - Some users report difficulty connecting RJEditor with system R