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homeomorphic
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homeomorphic
noun
(ho-meo-mor-phism)
a function that is a one-to-one mapping between sets such that both the function and its inverse are continuous and that in topology exists for geometric figures which can be transformed one into the other by an elastic deformation
Words Related to
homeomorphic
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embedding
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topological space
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riemannian
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isometry
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surjective
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holomorphic
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injective
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diffeomorphic
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isomorphic
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euclidean space
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bijective
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topological
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nonempty
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metric space
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hermitian
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homotopy
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metrizable
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euclidean
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hilbert space
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differentiable
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cartesian product
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groupoid
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real value
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symplectic
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nilpotent
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mathematical space
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invertible
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piecewise
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riemannian geometry
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hermitian matrix
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nonsingular
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point group
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affine geometry
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nonnegative
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simplicial
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homotopic
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denumerable
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linear operator
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noetherian
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open interval
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antisymmetric
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mesologarithm
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spheral
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contractible
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centre of curvature
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regular polygon
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laplacian
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prismatoid
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square matrix
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algebraic number
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invariant
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affine transformation
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ergodic
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noncommutative
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polynomial
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prismoid
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orbifold
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singular matrix
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diophantine equation
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integrable
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quadrinomial
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projective geometry
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abelian group
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radius of curvature
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commutative
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tangent plane
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nonvanishing
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right triangle
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diagonal matrix
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binary operation
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abelian
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inner product
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regular polyhedron
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symmetric
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diagonalizable
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conic section
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natural number
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unitary matrix
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spheroconic
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tacnode
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hyperbolic
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unital
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hyperbolic function
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geometral
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projective
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meromorphic
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quadratic
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elliptic
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cyclide
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nonzero
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representable
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idempotent
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bilinear
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monodromic
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pythagorean theorem
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mandelbrot set
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nontrivial
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computable
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covariant
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scalar product
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homeomorphic
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