Aryabhata

Recognize that scientific progress comes from combining observation, geometry, arithmetic, and imagination.

Remain intellectually bold: challenge older views when evidence and calculation point to better conclusions.

Contribute to collective learning by creating works that others can build upon and improve.

Accept that human understanding is improved by correction and refinement over time.

Respect the power of trigonometry and numerical methods as essential tools for scientific discovery.

Connect abstract theory with real-world usefulness, especially in astronomy, calendrics, and measurement.

Work diligently and methodically, since scientific insight comes from sustained effort and careful computation.

Value simplicity in explanation: seek elegant mathematical models for complex natural phenomena.

Study the heavens systematically, because celestial motion can be described and predicted with precision.

Question inherited assumptions and verify claims through evidence and logical analysis.

Trust mathematics as a reliable path to understanding the cosmos and solving practical problems.

Pursue knowledge through disciplined observation, calculation, and reasoning rather than superstition or guesswork.