European Crediting System that Buried Indian Mathematics

European scholars (17th–20th century) built a citation and crediting system that rewarded European names while ignoring or downplaying non-European sources.

• Indian zero (śūnya) → credited to later Arab or European mathematicians
• Place-value decimal system → attributed to “Arabic numerals”
• Trigonometry (jya, kojya) → reframed as Greek or European trigonometry
• Infinite series (Madhava) → reassigned to Newton and Gregory

Europe constructed a narrative where all mathematics begins with Greece, even though Greek texts themselves show no zero, no positional decimal system, no trigonometric functions, no algebraic notation, and no infinite series. The video claims this myth was necessary to justify Europe’s later claim of being the “birthplace of science.”

Indian mathematics was part of a civilizational ecosystem — astronomy, time-keeping, architecture, music, prosody, philosophy, and ecology. This integration made Indian mathematics applied, cumulative, and millennia-deep, unlike Europe’s fragmented rediscovery after the Dark Ages.

• Astronomy
• Time-keeping
• Architecture
• Music
• Prosody
• Philosophy
• Ecology

Colonial scholars translated Sanskrit texts selectively, removed Indian authorship, reassigned discoveries to European mathematicians, created textbooks that erased India’s role, and institutionalized this narrative in universities worldwide — producing a global education system where Indian mathematics appears “derivative,” even though it is foundational.

The Kerala School (Madhava, 14th–16th c.) is the strongest case — infinite series for π, Taylor-type expansions, and calculus-like methods, all centuries before Newton, yet global textbooks credit Newton as the originator of calculus.

• Infinite series for π
• Taylor-type expansions
• Calculus-like methods

The European crediting system shapes global perceptions of intelligence and innovation, influences modern STEM identity, affects national pride and civilizational confidence, distorts how students understand the origins of mathematics, and undervalues India’s contributions to computing, algorithms, and modern science.