💡 Words with a Similar Meaning to "Slice knot"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| knotnoun | A looping of a piece of string or of any other long, flexible material that cannot be untangled without passing one or both ends of the material through its loops. |
| linknoun | A connection between places, people, events, things, or ideas. |
| tanglenoun | A tangled twisted mass. |
| knottingnoun | (chiefly mathematics) The formation of a knot. |
| knottednessnoun | (mathematics) The condition of being knotted |
| knot theorynoun | (mathematics) A branch of topology dealing with knots. |
| superslicenoun | (computing) A slice that is an amalgamation of smaller slices. |
| knot spannoun | The range of parameter values between two successive knots in a spline. |
| beknottednessnoun | (mathematics) The measure or degree to which a knot is complicated, i.e., a knot's complexity; the number of times that it is necessary to pass one part of the curve of the knot projected upon a plane through another in order to untie the knot. |
| knotoidnoun | A form of knot diagram whose underlying curve is a segment rather than a circle. |
| knotfulnoun | Full of knots; knotty. |
| slicenessnoun | (mathematics) The property of being a slice knot. |
| unlinknoun | (mathematics, knot theory) A link that is equivalent (under ambient isotopy) to finitely many disjoint circles in the plane. |
| hopfionnoun | (mathematics) A knot in a three-dimensional continuous unit vector field that cannot be unknotted without cutting |
| n spacenoun | (mathematics) n-dimensional Euclidean space |
| property pnoun | (of a knot k) That no nontrivial Dehn surgery along k in the 3-sphere yields a simply connected manifold. |
| true lover's knotnoun | Any of various knots (for string or the like) having some symmetry. |
| tetradnoun | A group of four things. |
| hyperspacenoun | (science fiction) A notional space orthogonal to the usual dimensions of space-time often used for faster-than-light travel. |
| superdisknoun | (geometry) A closed curve, of form y = (1-xⁿ)^(1/n) (where n > 2), having properties intermediate between those of a circle and a square |
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