MNP Check

A math-driven validator for three parameters that returns pass/fail results and metrics to support algorithm development and teaching.

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Om dette verktøyet

Purpose-built for parameter validation, the tool evaluates M, N, and P against a defined rule set to yield deterministic outcomes. It benefits developers, researchers, and educators who need reproducible checks. The engine executes standard rules and optional user expressions, returning per-rule results and derived metrics.
The core logic is a small rule engine with clear formulas for positivity and triangle-like inequalities, plus an extensible expression evaluator. Inputs are parsed as real numbers, validated for finiteness, and then fed into the checks. The result set includes a pass/fail flag for each rule, an overall status, and simple metrics like sum, min, and max to contextualize the triple.
This approach enables deterministic behavior across environments and makes it easy to automate downstream processes, such as parameter tuning in simulations or validating classroom exercises. The tool does not perform UI tasks or formatting; it focuses on domain logic and output structure.
Use cases include algorithm validation, teaching aids for inequalities, and rapid parameter sweep validation in software or research workflows. Its unique value lies in combining standard, well-defined checks with optional user expressions, delivering fast, consistent results suitable for automation and reporting.

Hvordan bruke

  1. Provide numeric inputs for M, N, and P with finite values.
  2. (Optional) Add a custom boolean expression using M, N, and P to extend validation rules.
  3. Run the calculations to obtain per-rule outcomes and derived metrics.
  4. Review the per-rule results, overall status, and derived values for decision making.
How to use mnp check

Frequently Asked Questions

Finn raske svar

What inputs are required?
Three numeric parameters M, N, and P must be provided. They can be integers or decimals, all finite. Missing or non-numeric inputs yield an invalid input status and no partial rule results.
What checks are performed by default?
Default checks enforce positivity (M>0, N>0, P>0) and triangle-like inequalities (M+N>P, N+P>M, P+M>N). Each check yields a true/false result and contributes to the overall pass/fail status.
Can I use custom expressions?
Yes. You can supply boolean expressions that reference M, N, and P. Each expression is evaluated in a safe sandbox, returning true or false and shown alongside standard checks.
What is the output format?
The tool returns a structured result set with per-rule outcomes, an overall pass/fail status, and derived metrics such as sum, min, and max. This format supports automation and logging without UI dependencies.

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