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If an oriented knot is isotopic to both its reverse and its mirror image, it is fully amphichiral (invertible amphichiral knot).
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The following 6 pages are in this category, out of 6 total.
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Pages in category "Fully amphichiral knots and links"
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149:Figure-eight knot (mathematics)
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180:Amphichiral knots and links
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185:Invertible knots and links
16:The main article for this
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112:Fully amphichiral link
105:Fully amphichiral knot
23:Fully amphichiral knot
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60:Fully amphichiral
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67:Non-invertible
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72:Fully chiral
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137:Carrick mat
77:Amphichiral
43:Amphichiral
174:Categories
55:Reversible
50:Invertible
18:category
125:63 knot
161:Unknot
38:Chiral
120:0–9
20:is
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156:U
144:F
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