💡 Words with a Similar Meaning to "Unode"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| nodenoun | (networking) A computer or other device attached to a network. |
| double pointnoun | A symbol, such as a colon, composed of two points. |
| isosurfacenoun | (computer graphics, geometry) A surface that represents points of a constant value within a volume of space |
| hyperconenoun | (geometry) A four-dimensional surface related to the three-dimensional cone |
| ineuntnoun | (geometry) A point of a curve. |
| orbiformnoun | (geometry) A plane for which the distance between the points of contact of two nonequal parallel tangents at a circle is the same everywhere. |
| surfacenoun | The overside or up-side of a flat object such as a table, or of a liquid. |
| tacnodenoun | (geometry) A point of a curve where two or more osculating circles to the curve at that point are tangent, so that two branches of the curve have ordinary tangency at the double point. |
| unit disknoun | A set of points on a plane whose distance from a given point is less than or equal to one. |
| geodesic | Of or relating to a geodesic dome. |
| acnodenoun | (geometry) An isolated point not upon a curve, but whose coordinates satisfy the equation of the curve so that it is considered as belonging to the curve. |
| conoidnoun | Anything shaped like a cone |
| oval | Having the shape of an oval. |
| oblique | Not straightforward; indirect; by implication; (sometimes even) obscure, ambiguous, or confusing. |
| oscnodenoun | (geometry) A node of a plane curve where two branches meet with contact order 3. |
| toroidnoun | A ring-shaped object whose surface is a torus. |
| projective planenoun | (geometry) A plane in which any pair of distinct points determine a line and any pair of distinct lines intersect at a point. |
| spinodenoun | (geometry) A cusp. |
| surface normalnoun | (differential geometry) A unit vector at any given point P of a surface M which is perpendicular to the tangent plane T_P(M) of M at P. For a surface with parametrization ⃑x(u,v), it is given by |
| isopticnoun | (geometry) The set of points for which two tangents of a given curve meet at a given angle. |
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