Mathematics · Metric Spaces
दो मीट्रिक स्पेस के बीच एक फलन f : A → B, A पर समान रूप से निरंतर (uniformly continuous) होता है यदि प्रत्येक ε > 0 के लिए एक δ > 0 इस प्रकार मौजूद हो कि सभी x, y ∈ A के लिए, जब भी:
- 1d(x, y) = δ
- 2d(x, y) < δ✓
- 3d(x, y) > δ
- 4d(x, y) = 0
सही उत्तर देखें
d(x, y) < δ
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