euclidean meaning in Hindi

ADJ
• इयूक्लिडियन

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Euclidean space itself is not compact since it is not bounded.
This led to modern abstract algebraic notions such as Euclidean domains.
The unique factorization of Euclidean domains is useful in many applications.
The most familiar metric space is 3-dimensional Euclidean space.
Historically, surfaces were initially defined as subspaces of Euclidean spaces.
Every manifold has a natural topology since it is locally Euclidean.
The tesseract, along with all hypercubes, tessellates Euclidean space.
However, Euclidean TSP is probably the easiest version for approximation.
Such an object can exist in certain Euclidean 3-manifolds.
Thus in Euclidean coordinates the same fields are described by the functions

adj.