- 10 Points Bonus Theorem Cauchy Schwarz Inequality For Integration Let F G A B R Be Two Continuous Functions 1 (340.36 KiB) Viewed 24 times
[10 points (bonus)] Theorem (Cauchy-Schwarz inequality for integration) Let f.g: [a, b] → R be two continuous functions.
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[10 points (bonus)] Theorem (Cauchy-Schwarz inequality for integration) Let f.g: [a, b] → R be two continuous functions.
[10 points (bonus)] Theorem (Cauchy-Schwarz inequality for integration) Let f.g: [a, b] → R be two continuous functions. Then f2 and g² are continuous functions and we have b 2 b (₁ ≤ (^_^) ( ) f.g g < a a
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