AI Analysis
Final verdict: SUSPICIOUS
The package exhibits low risks in terms of network, shell, and obfuscation activities but has a moderate metadata risk due to its recent creation and lack of maintainer history, raising concerns about potential supply-chain attacks.
- Low risk in network, shell, and obfuscation activities
- Moderate metadata risk due to newness and lack of maintainer history
Per-check LLM notes
- Network: No network calls detected, which is normal unless the package requires external services.
- Shell: No shell execution patterns detected, indicating no immediate signs of malicious activity.
- Obfuscation: No obfuscation patterns detected, indicating low risk.
- Credentials: No credential harvesting patterns detected, indicating low risk.
- Metadata: The package shows signs of being new and potentially lacking maintainer history, which raises some suspicion.
Heuristic Checks
Outbound Network Calls
No suspicious network call patterns found
Code Obfuscation
No obfuscation patterns detected
Shell / Subprocess Execution
No shell execution patterns detected
Credential Harvesting
No credential harvesting patterns detected
Typosquatting
No typosquatting candidates detected
Registered Email Domain
No author email provided
Suspicious Page Links
All external links appear legitimate
Git Repository History
No GitHub repository linked
No GitHub repository link found
Maintainer History
score 6.0
3 maintainer concern(s) found
Only one version has ever been released — brand new packageAuthor name is missing or very shortAuthor "" appears to have only 1 package on PyPI (new or inactive account)
Known CVE Vulnerabilities
No known vulnerabilities found in OSV database.
AI App Starter Prompt
Use this prompt to build a project with FopMath
Your task is to develop a fully-functional mini-application called 'MathMaster' using Python, which leverages the FopMath package for its advanced mathematical functionalities. MathMaster will serve as a powerful tool for students and professionals alike, providing them with various mathematical operations and analyses in a user-friendly interface. Here’s a step-by-step guide on how to create this application: 1. **Project Setup**: Begin by setting up your Python environment. Ensure you have Python installed along with pip. Next, install the FopMath package via pip or clone it from its repository if it's available. 2. **Core Features**: - **Matrix Operations**: Implement matrix addition, subtraction, multiplication, and inversion using FopMath's matrix handling capabilities. This feature will allow users to perform complex linear algebra tasks easily. - **Polynomial Solver**: Use FopMath to solve polynomial equations of degree up to 5. Display roots and their multiplicities. - **Fourier Transform**: Incorporate FopMath to compute Discrete Fourier Transforms (DFT) and Inverse DFTs for given data sets. This will enable signal processing and spectral analysis within the app. - **Graphing Tool**: Utilize FopMath's plotting functions to visualize mathematical expressions, matrices, and other data types. Users should be able to input their own expressions and see the graph rendered instantly. 3. **User Interface**: Develop a simple yet effective GUI using libraries such as PyQt or Tkinter. The interface should be intuitive, allowing users to select different mathematical operations, input parameters, and view results. 4. **Documentation and Help**: Include a help section within the application that explains each feature briefly and provides examples. This will assist users who are not familiar with advanced mathematical concepts. 5. **Testing and Validation**: Thoroughly test each feature to ensure accuracy and reliability. Use FopMath's testing framework if available to validate the correctness of your implementation. 6. **Deployment**: Once completed, prepare your application for deployment. Package it into an executable file using tools like PyInstaller so that it can run on any machine without requiring users to install Python separately. By following these steps, you'll create a versatile mathematical tool that showcases the power of FopMath while being accessible and useful for a wide audience.