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implies independency between vs implies independency of

Both phrases are commonly used, but they have slightly different meanings. 'Implies independency between' suggests a relationship or connection between two entities, while 'implies independency of' indicates that one thing does not depend on another. The choice between the two depends on the context and the intended meaning.

Last updated: March 17, 2024

implies independency between

This phrase is correct and commonly used to indicate a relationship or connection between two entities.

This phrase is used when you want to express that there is a relationship or connection between two entities that implies independence.

Examples:

  • The new policy implies independency between the two departments.
  • The study implies independency between income and happiness.
  • (X) implies independency between event X and Y . Also the inequality S. (R) q. (X |Y ) ≤. S. (R) q. (X) (i.e., an extra knowledge about Y lessens our ignorance ...
  • Gaussian distributions, this implies independency between mea- surements. The independency assumption is the hardest assump- tion taken, which leads to ...
  • Gaussian distributions, this implies independency between mea- surements. The independency assumption is the hardest assump» tion taken, which leads to ...
  • e to form e. Note that the c−likelihood function δ considered here implies independency between choices; that is, the likelihood of any formula to hold is constant,.

Alternatives:

  • implies a relationship between
  • implies a connection between
  • implies a correlation between
  • implies a link between
  • implies a bond between

implies independency of

This phrase is correct and commonly used to indicate that one thing does not depend on another.

This phrase is used when you want to express that one entity is independent of another, meaning it does not rely on or require the other.

Examples:

  • The success of the project implies independency of external factors.
  • The decision implies independency of personal preferences.
  • eigenvectors implies independency of the different principal components. The eigenvector and eigenvalue functionals are completely determined by the scale ...

Alternatives:

  • implies independence from
  • implies detachment from
  • implies detachment of
  • implies autonomy from
  • implies autonomy of

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