Skip to main content
added figure from reference
Source Link
adavid
  • 171
  • 4

Mutual information, considering each dimension as a random variable, thus each matrix as a set of pairs of numbers, should help in all cases, except for C, where I am not sure of the result.

See the discussion around Fig 8 (starting in p24) on regression performance analysis in the TMVA manual or the corresponding arxiv entry.

Different metrics for different distributions

Mutual information, considering each dimension as a random variable, thus each matrix as a set of pairs of numbers, should help in all cases, except for C, where I am not sure of the result.

See the discussion around Fig 8 (starting in p24) on regression performance analysis in the TMVA manual or the corresponding arxiv entry.

Mutual information, considering each dimension as a random variable, thus each matrix as a set of pairs of numbers, should help in all cases, except for C, where I am not sure of the result.

See the discussion around Fig 8 (starting in p24) on regression performance analysis in the TMVA manual or the corresponding arxiv entry.

Different metrics for different distributions

added an alternative reference to the same document
Source Link
adavid
  • 171
  • 4

Mutual information, considering each dimension as a random variable, thus each matrix as a set of pairs of numbers, should help in all cases, except for C, where I am not sure of the result.

See the discussion around Fig 8 (starting in p24) on regression performance analysis in TMVAthe TMVA manual or the corresponding arxiv entry.

Mutual information, considering each dimension as a random variable, thus each matrix as a set of pairs of numbers, should help in all cases, except for C, where I am not sure of the result.

See the discussion around Fig 8 (starting in p24) on regression performance analysis in TMVA.

Mutual information, considering each dimension as a random variable, thus each matrix as a set of pairs of numbers, should help in all cases, except for C, where I am not sure of the result.

See the discussion around Fig 8 (starting in p24) on regression performance analysis in the TMVA manual or the corresponding arxiv entry.

Source Link
adavid
  • 171
  • 4

Mutual information, considering each dimension as a random variable, thus each matrix as a set of pairs of numbers, should help in all cases, except for C, where I am not sure of the result.

See the discussion around Fig 8 (starting in p24) on regression performance analysis in TMVA.