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Math Breakthrough Solves Algebra’s Oldest Problem

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75% Informative

UNSW Sydney’s Norman Wildberger , working with computer scientist Dean Rubine , has developed a revolutionary approach to solving polynomial equations of degree five and higher something the legendary French mathematician Évariste Galois proved “impossible” back in 1832 .

The key innovation lies in rejecting traditional approaches that rely on irrational numbers those never-ending, non-repeating decimals that can’t be precisely calculated.

VR Score

76

Informative language

78

Neutral language

6

Article tone

informal

Language

English

Language complexity

80

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not offensive

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not hateful

Attention-grabbing headline

not detected

Known propaganda techniques

not detected

Time-value

long-living

Source diversity

1

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