subspace मीनिंग इन हिंदी

अधिक: आगे

He said there's even a galactic federation in subspace.
This defines an isometry onto a dense subspace, as required.
If the new vectors of the nondegenerate subspace are normalized according to
Historically, surfaces were initially defined as subspaces of Euclidean spaces.
This topological space is not considered a subspace of another space.
Each construction depends on an initial freedom in choosing this subspace.
This construction is dual to the construction of the subspace topology.
If is the zero subspace, then is of plus type.
A closed subspace of a Fr�chet space is a Fr�chet space.
Notice that each stalk has the discrete topology as subspace topology.

संज्ञा.