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normed vector space वाक्य

"normed vector space" हिंदी मेंnormed vector space in a sentence
उदाहरण वाक्यमोबाइल
  • Let be a Banach space and be a normed vector space.
  • Isometrically isomorphic normed vector spaces are identical for all practical purposes.
  • This is the standard topology on any normed vector space.
  • The resulting normed vector space is, by definition,
  • They are generalizations of Banach spaces ( normed vector spaces that are norm ).
  • For this reason, not every scalar product space is a normed vector space.
  • Turning it into a normed vector space ( in fact a Banach space ).
  • Really, normed vector spaces are ubiquitous in many fields of science and engineering.
  • A vector space on which a norm is defined is called a normed vector space.
  • Let be a normed vector space.
  • An important theorem about continuous linear functionals on normed vector spaces is the Hahn Banach theorem.
  • Its vectors form an inner product space ( in fact a Hilbert space ), and a normed vector space.
  • When speaking of normed vector spaces, we augment the notion of dual space to take the norm into account.
  • A vector space endowed with a norm, such as the Euclidean space, is called a normed vector space.
  • :Usually, normed vector space are meant to be vector spaces over the field of real or complex numbers.
  • Consequently, for normed vector space ( and hence Banach spaces ) the Bourbaki Alaoglu theorem is equivalent to the Banach Alaoglu theorem.
  • In the case of a normed vector space, the polar of a neighbourhood is closed and norm-bounded in the dual space.
  • An inner product space is a normed vector space, and the inner product of a vector with itself is real and positive-definite.
  • As this property is very useful in functional analysis, generalizations of normed vector spaces with this property are studied under the name locally convex spaces.
  • In mathematical analysis, the "'Minkowski inequality "'establishes that the L " p " spaces are normed vector spaces.
  • अधिक वाक्य:   1  2  3

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