💡 Words with a Similar Meaning to "Nullsurface"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| minimal surfacenoun | (mathematics) Any surface that has the least possible surface area of those into which it could transform; typically the shapes of soap bubbles that span wire frames |
| nullformnoun | (mathematics) A vector that has no invariants. |
| nullconenoun | (mathematics) A cone of nullforms |
| nullitynoun | The state of being null, or void, or invalid. |
| nullspacenoun | (mathematics) The kernel of a linear map between two vector spaces or two modules. |
| hypersurfacenoun | (mathematics) A n-dimensional surface in a space (often a Euclidean space) of dimension n+1 |
| null matrixnoun | (linear algebra) A zero matrix. |
| gaussian surfacenoun | (vector calculus) a surface that Gauss' law is applied to |
| left nullspacenoun | (linear algebra) The vector space of all row vectors whose dot products with the columns of a given matrix are zero; the nullspace of the transpose of a given matrix. |
| zero matrixnoun | (mathematics) A matrix whose entries are all zero. |
| zero vectornoun | (mathematics, linear algebra) A vector 0 in a vector space V such that for any v∈V, 0+v=v; a vector whose value in every dimension is zero; i.e., ⃑0=<0,0,…,0>. |
| nilsequencenoun | (mathematics) A sequence of zero elements |
| nullclinenoun | (mathematics) A zero-growth isocline, encountered in a system of ordinary differential equations. |
| null setnoun | (set theory, sometimes proscribed) The empty set. |
| nonsingularitynoun | (mathematics, physics) Absence of singularity. |
| eigensurfacenoun | (mathematics) A surface that is the solution of an eigenequation |
| closed formnoun | (poetry) A type of poetry with regular structure, such as meter or a rhyming pattern. |
| flat spacenoun | (mathematics) Any Riemann space in which the metric tensors are constants throughout |
| hyperboloidnoun | A particular surface in three-dimensional Euclidean space, the graph of a quadratic with all three variables squared and their coefficients not all of the same sign. |
| rank-nullity theoremnoun | (linear algebra) A theorem about linear transformations (or the matrices that represent them) stating that the rank plus the nullity equals the dimension of the entire vector space (which is the linear transformation’s domain). |
Translate “Nullsurface” into Another Language
Pick a language — the word will be pre-filled in the translator.