K15-1034 |
improvement in model accuracy using our
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dimensionality reduction technique
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. Typically , vector representation
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E14-1048 |
chunking . Unlike PCA , a widely used
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dimensionality reduction technique
|
, CCA is invariant to linear
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E14-1046 |
Decomposition ( SVD ) . For both data
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dimensionality reduction techniques
|
, we experiment with different
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N06-3007 |
in the input space . Different
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dimensionality reduction techniques
|
impose different conditions on
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D14-1178 |
employ VSMs . Consequently , a
|
dimensionality reduction technique
|
is employed to alleviate this
|
N06-4001 |
documents to InfoMagnets . LSA is a
|
dimensionality reduction technique
|
that can be used to compute the
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N06-1058 |
between adjacent words . LSA is a
|
dimensionality reduction technique
|
that projects a word co-occurrence
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H90-1057 |
will be improved . A number of
|
dimensionality reduction techniques
|
from pattern recognition potentially
|
E06-1013 |
pairs from text . 1 Introduction
|
Dimensionality reduction techniques
|
are of great relevance within
|
D13-1199 |
further confirms that our RLDA
|
dimensionality reduction technique
|
allows models , 1 NDCGN = IDCGN
|
D11-1097 |
conceptually similar to non-probabilistic
|
dimensionality reduction techniques
|
such as Latent Semantic Analysis
|
D15-1150 |
Correlation Analysis ( CCA ) , a
|
dimensionality reduction technique
|
first introduced by Hotelling
|
J10-4006 |
Turney 's article , however , is on
|
dimensionality reduction techniques
|
applied to tensors , and the
|
N07-3010 |
Linguistics be processed , rendering
|
dimensionality reduction techniques
|
unnecessary while still retaining
|
J14-3005 |
not necessarily probabilistic ,
|
dimensionality reduction techniques
|
such as Latent Semantic Analysis
|
N06-2003 |
solution to this problem is using a
|
dimensionality reduction technique
|
such as Latent Semantic Analysis
|
D14-1047 |
is relatively fast compared to
|
dimensionality reduction techniques
|
such as singular value decomposition
|
H92-1108 |
features from each front end ,
|
dimensionality reduction techniques
|
, including Linear Discriminant
|
J10-4006 |
point . The higher-order tensor
|
dimensionality reduction techniques
|
tested on language data by Turney
|
E06-2017 |
1990 ) and some other related
|
dimensionality reduction techniques
|
, e.g. Locality Preserving Projections
|