object MM_Relation
The MM_Relation
companion object provides additional functions for the MM_Relation
class.
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final
def
!=(arg0: Any): Boolean
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final
def
##(): Int
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final
def
==(arg0: Any): Boolean
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def
apply(fileName: String, name: String): MM_Relation
Read the relation with the given 'name' into memory from a JSON file.
Read the relation with the given 'name' into memory from a JSON file.
- fileName
the file name of the JSON file
- name
the name of the relation to load
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def
apply(fileName: String, name: String, colName: Seq[String], key: Int, domain: String): MM_Relation
Read the relation with the given 'name' into memory loading its columns with data from the CSV file named 'fileName'.
Read the relation with the given 'name' into memory loading its columns with data from the CSV file named 'fileName'. This version assumes defaults for 'eSep' and 'skip' of ("," and 0).
- fileName
the file name of the data file
- name
the name of the relation
- colName
the names of columns
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)
-
def
apply(fileName: String, name: String, key: Int, domain: String, eSep: String): MM_Relation
Read the relation with the given 'name' into memory loading its columns with data from the CSV file named 'fileName'.
Read the relation with the given 'name' into memory loading its columns with data from the CSV file named 'fileName'. In this version, the column names are read from the first line of the file.
- fileName
the file name of the data file
- name
the name of the relation
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)- eSep
the element separation string/regex (e.g., "," ";" " +")
-
def
apply(fileName: String, name: String, colName: Seq[String], key: Int, domain: String, skip: Int, eSep: String): MM_Relation
Read the relation with the given 'name' into memory loading its columns with data from the CSV file named 'fileName'.
Read the relation with the given 'name' into memory loading its columns with data from the CSV file named 'fileName'.
- fileName
the file name of the data file
- name
the name of the relation
- colName
the names of columns
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)- skip
the number of lines in the CSV file to skip (e.g., header line(s))
- eSep
the element separation string/regex (e.g., "," ";" " +")
-
def
apply(name: String): MM_Relation
Read the relation with the given 'name' into memory using serialization.
Read the relation with the given 'name' into memory using serialization.
- name
the name of the relation to load
-
def
apply(name: String, colName: Seq[String], row: Seq[Row], key: Int): MM_Relation
Create a relation from a sequence of row/tuples.
Create a relation from a sequence of row/tuples. These rows must be converted to columns.
- name
the name of the relation
- colName
the names of columns
- row
the sequence of rows to be converted to columns for the columnar relation
- key
the column number for the primary key (< 0 => no primary key)
-
def
apply(name: String, colName: Seq[String], row: Seq[Row], key: Int, domain: String): MM_Relation
Create a relation from a sequence of row/tuples.
Create a relation from a sequence of row/tuples. These rows must be converted to columns.
- name
the name of the relation
- colName
the names of columns
- row
the sequence of rows to be converted to columns for the columnar relation
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)
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final
def
asInstanceOf[T0]: T0
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def
clone(): AnyRef
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def
corr(r: MM_Relation, i: Int = 0, j: Int = 1): Double
Compute the correlation of column 'i' and 'j' within columnar relation 'r'.
Compute the correlation of column 'i' and 'j' within columnar relation 'r'.
- r
the given relation
- i
the first column vector
- j
the second column vector
-
def
count(r: MM_Relation): Seq[Any]
Return the count (number of elements) of each of the columns of columnar relation 'r'.
Return the count (number of elements) of each of the columns of columnar relation 'r'.
- r
the given relation
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final
def
eq(arg0: AnyRef): Boolean
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def
equals(arg0: Any): Boolean
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def
finalize(): Unit
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def
fromMatriD(xy: MatriD, name: String, colName: Seq[String], key: Int = -1, domain: String = null): MM_Relation
Create a relation from the 'xy' matrix of doubles.
Create a relation from the 'xy' matrix of doubles.
- xy
the matrix containing the data
- name
the name of the relation
- colName
the names of columns
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)
-
def
fromMatriD_(x: MatriD, y: Vec, name: String, colName: Seq[String], key: Int = -1, domain: String = null): MM_Relation
Create a relation from the 'x' matrix of doubles and 'y' vector of doubles or integers.
Create a relation from the 'x' matrix of doubles and 'y' vector of doubles or integers.
- x
the matrix containing the data
- y
the vector containing the data
- name
the name of the relation
- colName
the names of columns
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)
-
def
fromMatriI(xy: MatriI, name: String, colName: Seq[String], key: Int = -1, domain: String = null): MM_Relation
Create a relation from the 'xy' matrix of integers.
Create a relation from the 'xy' matrix of integers.
- xy
the matrix containing the data
- name
the name of the relation
- colName
the names of columns
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)
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def
fromMatriII(x: MatriI, y: VectorI, name: String, colName: Seq[String], key: Int = -1, domain: String = null): MM_Relation
Create a relation from the 'xy' matrix of integers and 'y' vector of integers.
Create a relation from the 'xy' matrix of integers and 'y' vector of integers.
- x
the matrix containing the data
- y
the vector containing the data
- name
the name of the relation
- colName
the names of columns
- key
the column number for the primary key (< 0 => no primary key)
- domain
an optional string indicating domains for columns (e.g., 'SD' =
StrNum
,Double
)
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final
def
getClass(): Class[_]
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def
hashCode(): Int
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final
def
isInstanceOf[T0]: Boolean
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def
max(r: MM_Relation): Seq[Any]
Return the maximum of each of the columns of columnar relation 'r'.
Return the maximum of each of the columns of columnar relation 'r'.
- r
the given relation
-
def
mean(r: MM_Relation): Seq[Any]
Compute the mean of each of the columns of columnar relation 'r'.
Compute the mean of each of the columns of columnar relation 'r'.
- r
the given relation
-
def
min(r: MM_Relation): Seq[Any]
Return the minimum of each of the columns of columnar relation 'r'.
Return the minimum of each of the columns of columnar relation 'r'.
- r
the given relation
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final
def
ne(arg0: AnyRef): Boolean
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final
def
notify(): Unit
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final
def
notifyAll(): Unit
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def
sum(r: MM_Relation): Seq[Any]
Compute the mean of each of the columns of columnar relation 'r'.
Compute the mean of each of the columns of columnar relation 'r'.
- r
the given relation
-
final
def
synchronized[T0](arg0: ⇒ T0): T0
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def
toString(): String
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def
variance(r: MM_Relation): Seq[Any]
Compute the variance of each of the columns of columnar relation 'r'.
Compute the variance of each of the columns of columnar relation 'r'.
- r
the given relation
-
final
def
wait(): Unit
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final
def
wait(arg0: Long, arg1: Int): Unit
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final
def
wait(arg0: Long): Unit
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def
Ɛ(r: MM_Relation): Seq[Any]
Compute the mean of each of the columns of columnar relation 'r'.
Compute the mean of each of the columns of columnar relation 'r'.
- r
the given relation
-
def
Ʋ(r: MM_Relation): Seq[Any]
Compute the variance of each of the columns of columnar relation 'r'.
Compute the variance of each of the columns of columnar relation 'r'.
- r
the given relation