object TupleOps
Provides implicit definitions to build constraint typeclasses for tuples. To do so, converts the tuple to the corresponding HList, applies the operation on the HList and converts the result back to a tuple.
Author:
Harshad Deo
- Since
0.1
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- implicit def tpAppendConstraint[A, B, HLA <: HList, HLB <: HList, HLR <: HList, R](implicit ev0: Tuple2HListConverter[A, HLA], ev1: Tuple2HListConverter[B, HLB], ev2: AppendConstraint[HLA, HLB, HLR], ev3: HList2TupleConverter[R, HLR]): AppendConstraint[A, B, R]
Builder of constraint.AppendConstraint for tuples
Builder of constraint.AppendConstraint for tuples
Author:
Harshad Deo
- A
left hand tuple
- B
right hand tuple
- HLA
HList equivalent of A
- HLB
HList equivalent of B
- HLR
HLB appended to HLA
- R
Tuple equivalent of HLR
- Since
0.1
- implicit def tpApplyConstraint[F, FIN <: HList, IN, HIN <: HList, HOUT <: HList, OUT](implicit ev0: Tuple2HListConverter[F, FIN], ev1: Tuple2HListConverter[IN, HIN], ev2: ApplyConstraint[FIN, HIN, HOUT], ev3: HList2TupleConverter[OUT, HOUT]): ApplyConstraint[F, IN, OUT]
Builder of constraint.ApplyConstraint for tuples
Builder of constraint.ApplyConstraint for tuples
Author:
Harshad Deo
- F
Tuple of functions
- FIN
HList equivalent of F
- IN
Tuple of inputs
- HIN
HList equivalent of IN
- HOUT
HList equivalent of the tuple of outputs
- OUT
Tuple of outputs
- Since
0.1
- implicit def tpAtConstraint[N, T, HL <: HList, A](implicit ev0: Tuple2HListConverter[T, HL], ev1: AtConstraint[N, HL, A]): AtConstraint[N, T, A]
Builder of constraint.AtConstraint for tuples
Builder of constraint.AtConstraint for tuples
Author:
Harshad Deo
- N
Type Index at which to get the element
- T
Type of the Tuple
- HL
Type of the HList corresponding to T
- A
Type of the element at index N
- Since
0.1
- implicit def tpAtRightConstraint[N <: Dense, T, HL <: HList, A](implicit ev0: Tuple2HListConverter[T, HL], ev1: AtRightConstraint[N, HL, A]): AtRightConstraint[N, T, A]
Builder of constraint.AtRightConstraint for tuples
Builder of constraint.AtRightConstraint for tuples
Author:
Harshad Deo
- N
Index at which to get the element (from the right)
- T
Type of the tuple
- HL
Type of the HList corresponding to T
- A
Type of the element at index N
- Since
0.1
- implicit def tpConsConstraint[T, HL <: HList, U, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: HList2TupleConverter[R, :+:[U, HL]]): ConsConstraint[T, U, R]
Builder of constraint.ConsConstraint for tuples
Builder of constraint.ConsConstraint for tuples
Author:
Harshad Deo
- T
Type of the input typle
- HL
Type of the HList corresponding to T
- U
Type of the element to be consed
- R
Type of the resultant tuple
- Since
0.1
- implicit def tpDownTransformConstraint[T, HLI <: HList, M[_], HLO <: HList, R](implicit ev0: Tuple2HListConverter[T, HLI], ev1: DownTransformConstraint[HLI, HLO, M], ev2: HList2TupleConverter[R, HLO]): DownTransformConstraint[T, R, M]
Builder of constraint.DownTransformConstraint for tuples
Builder of constraint.DownTransformConstraint for tuples
Author:
Harshad Deo
- T
Type of the input Tuple
- HLI
Type of the HList corresponding to T
- M
Common context of the elements of HLI
- HLO
Type of the result of applying a down transformation on HLI with context M
- R
Type of the resultant tuple
- Since
0.1
- implicit def tpDropConstraint[N, T, HL <: HList, HLD <: HList, U](implicit ev0: Tuple2HListConverter[T, HL], ev1: DropConstraint[N, HL, HLD], ev2: HList2TupleConverter[U, HLD]): DropConstraint[N, T, U]
Builder of constraint.DropConstraint for tuples
Builder of constraint.DropConstraint for tuples
Author:
Harshad Deo
- N
Type index of the number of elements to drop
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- HLD
Type of the HList obtained by dropping N elements
- U
Type of the resultant tuple
- Since
0.1
- implicit def tpDropRightConstraint[N, T, HL <: HList, HLD <: HList, U](implicit ev0: Tuple2HListConverter[T, HL], ev1: DropRightConstraint[N, HL, HLD], ev2: HList2TupleConverter[U, HLD]): DropRightConstraint[N, T, U]
Builder of constraint.DropRightConstraint for tuples
Builder of constraint.DropRightConstraint for tuples
Author:
Harshad Deo
- N
Type index of the number of elements to drop (from the right)
- T
Type of the input tuple
- HL
Type of the HList corresponding to tuple T
- HLD
Type of the HList obtained by dropping N elements (from the right)
- U
Type of the resultant tuple
- Since
0.1
- implicit def tpExternalUnzipConstraint[P, HP <: HList, HQ <: HList, HR <: HList, Q, R](implicit ev0: Tuple2HListConverter[P, HP], ev1: ExternalUnzipConstraint[HP, HQ, HR], ev2: HList2TupleConverter[Q, HQ], ev3: HList2TupleConverter[R, HR]): ExternalUnzipConstraint[P, Q, R]
Builder of constraint.ExternalUnzipConstraint for tuples
Builder of constraint.ExternalUnzipConstraint for tuples
Author:
Harshad Deo
- P
Type of the input tuple
- HP
Type of the HList corresponding to P
- HQ
Type of the first HList obtained by unzipping HP
- HR
Type of the second HList obtained by unzipping HP
- Q
Type of tuple corresponding to HQ
- R
Type of the tuple corresponding to HR
- Since
0.1
- implicit def tpExternalZipConstraintBuilder[P, Q, HLP <: HList, HLQ <: HList, HLR <: HList, R](implicit ev0: Tuple2HListConverter[P, HLP], ev1: Tuple2HListConverter[Q, HLQ], ev2: ExternalZipConstraint[HLP, HLQ, HLR], ev3: HList2TupleConverter[R, HLR]): ExternalZipConstraint[P, Q, R]
Builder of constraint.ExternalZipConstraint for tuples
Builder of constraint.ExternalZipConstraint for tuples
Author:
Harshad Deo
- P
Type of the first input tuple
- Q
Type of the second input tuple
- HLP
Type of the HList corresponding to P
- HLQ
Type of the HList corresponding to Q
- HLR
Type of the HList obtained by zipping HLP and HLQ
- R
Type of the tuple corresponding to HLR
- Since
0.1
- implicit def tpForeachConstraint[INP, HL <: HList, C](implicit ev0: Tuple2HListConverter[INP, HL], ev1: ForeachConstraint[HL, C]): ForeachConstraint[INP, C]
Builder of constraint.ForeachConstraint for tuples
Builder of constraint.ForeachConstraint for tuples
Author:
Harshad Deo
- INP
Type of the input tuple
- HL
Type of the HList corresponding to INP
- C
Common type on which the operation is defined
- Since
0.1
- implicit def tpIndexFlatMapConstraint[N, Z, HL <: HList, A, T, HLF <: HList, HLM <: HList, R](implicit ev0: Tuple2HListConverter[Z, HL], ev1: Tuple2HListConverter[T, HLF], ev2: IndexFlatMapConstraint[N, HL, A, HLF, HLM], ev3: HList2TupleConverter[R, HLM]): IndexFlatMapConstraint[N, Z, A, T, R]
Builder of constraint.IndexFlatMapConstraint for tuples
Builder of constraint.IndexFlatMapConstraint for tuples
Author:
Harshad Deo
- N
Index of the element to flatmap
- Z
Type of the input tuple
- HL
Type of the HList corresponding to Z
- A
Type of the element at index N
- T
Type of the tuple obtained by flatmapping the element at index N
- HLF
Type of the HList corresponding to T
- HLM
Type of the HList obtained by flatmapping element at index N of HL to type HLF
- R
Type of tuple corresponding to HLM
- Since
0.1
- implicit def tpIndexFlatMapRightConstraint[N, Z, HL <: HList, A, T, HLF <: HList, HLM <: HList, R](implicit ev0: Tuple2HListConverter[Z, HL], ev1: Tuple2HListConverter[T, HLF], ev2: IndexFlatMapRightConstraint[N, HL, A, HLF, HLM], ev3: HList2TupleConverter[R, HLM]): IndexFlatMapRightConstraint[N, Z, A, T, R]
Builder of constraint.IndexFlatMapRightConstraint for tuples
Builder of constraint.IndexFlatMapRightConstraint for tuples
Author:
Harshad Deo
- N
Index of the element to flatmap (from the right)
- Z
Type of the input tuple
- HL
Type of the HList corresponding to Z
- A
Type of the element at index N
- T
Type of the tuple obtained by flatmapping the element at index N
- HLF
Type of the HList corresponding to T
- HLM
Type of the HList obtained by flatmapping element at index N of HL to type HLF
- R
Type of tuple corresponding to HLM
- Since
0.1
- implicit def tpIndexMapConstraint[N, Z, HL <: HList, A, T, HLM <: HList, R](implicit ev0: Tuple2HListConverter[Z, HL], ev1: IndexMapConstraint[N, HL, A, T, HLM], ev2: HList2TupleConverter[R, HLM]): IndexMapConstraint[N, Z, A, T, R]
Builder of constraint.IndexMapConstraint for tuples
Builder of constraint.IndexMapConstraint for tuples
Author:
Harshad Deo
- N
Index of the element to map
- Z
Type of the input tuple
- HL
Type of the HList corresponding to Z
- A
Type of the element at index N
- T
Type of the element obtained by mapping A
- HLM
Type of the HList obtained by mapping element at index N of HL to type T
- R
Type of the tuple corresponding to HLM
- Since
0.1
- implicit def tpIndexMapRightConstraint[N, Z, HL <: HList, A, T, HLM <: HList, R](implicit ev0: Tuple2HListConverter[Z, HL], ev1: IndexMapRightConstraint[N, HL, A, T, HLM], ev2: HList2TupleConverter[R, HLM]): IndexMapRightConstraint[N, Z, A, T, R]
Builder of constraint.IndexMapRightConstraint for tuples
Builder of constraint.IndexMapRightConstraint for tuples
Author:
Harshad Deo
- N
Index of the element to map (from the right)
- Z
Type of the input tuple
- HL
Type of the HList corresponding to Z
- A
Type of the element at index N (from the right)
- T
Type of the element obtained by mapping A
- HLM
Type of the HList obtained by mapping element at index N of HL to type T
- R
Type of the tuple corresponding to HLM
- Since
0.1
- implicit def tpInsertConstraint[N, T, HL <: HList, A, HLA <: HList, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: InsertConstraint[N, HL, A, HLA], ev2: HList2TupleConverter[R, HLA]): InsertConstraint[N, T, A, R]
Builder of constraint.InsertConstraint for tuples
Builder of constraint.InsertConstraint for tuples
Author:
Harshad Deo
- N
Index at which to insert
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- A
Type of the element to insert
- HLA
Type of the HList obtained by inserting element of type A at index N in HL
- R
Type of the result
- Since
0.1
- implicit def tpInsertMConstraint[N, Z, HL <: HList, T, HLI <: HList, HLA <: HList, R](implicit ev0: Tuple2HListConverter[Z, HL], ev1: Tuple2HListConverter[T, HLI], ev2: InsertMConstraint[N, HL, HLI, HLA], ev3: HList2TupleConverter[R, HLA]): InsertMConstraint[N, Z, T, R]
Builder of constraint.InsertMConstraint for tuples
Builder of constraint.InsertMConstraint for tuples
Author:
Harshad Deo
- N
Type index at which to insert
- Z
Type of the input tuple
- HL
Type of the HList corresponding to Z
- T
Type of the Tuple to insert
- HLI
Type of HList corresponding to T
- HLA
Type of HList obtained by inserting HLI at index N in HL
- R
Type of the tuple corresponding to HLR
- Since
0.1
- implicit def tpInsertMRightConstraint[N, Z, HL <: HList, T, HLI <: HList, HLA <: HList, R](implicit ev0: Tuple2HListConverter[Z, HL], ev1: Tuple2HListConverter[T, HLI], ev2: InsertMRightConstraint[N, HL, HLI, HLA], ev3: HList2TupleConverter[R, HLA]): InsertMRightConstraint[N, Z, T, R]
Builder of constraint.InsertMRightConstraint for tuples
Builder of constraint.InsertMRightConstraint for tuples
Author:
Harshad Deo
- N
Type index at which to insert (from the right)
- Z
Type of the input tuple
- HL
Type of the HList corresponding to Z
- T
Type of the Tuple to insert
- HLI
Type of HList corresponding to T
- HLA
Type of HList obtained by inserting HLI at index N in HL
- R
Type of the tuple corresponding to HLR *
- Since
0.1
- implicit def tpInsertRightConstraint[N, T, HL <: HList, A, HLA <: HList, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: InsertRightConstraint[N, HL, A, HLA], ev2: HList2TupleConverter[R, HLA]): InsertRightConstraint[N, T, A, R]
Builder of constraint.InsertRightConstraint for tuples
Builder of constraint.InsertRightConstraint for tuples
Author:
Harshad Deo
- N
Index at which to insert (from the right)
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- A
Type of the element to insert
- HLA
Type of the HList obtained by inserting element of type A at index N in HL
- R
Type of the result
- Since
0.1
- implicit def tpInternalZipConstraint[Z, HLZ <: HList, F, HLF <: HList, T, V](implicit ev0: Tuple2HListConverter[Z, HLZ], ev1: HList2TupleConverter[F, HLF], ev2: InternalZipConstraint[HLZ, HLF, T, V]): InternalZipConstraint[Z, F, T, V]
Builder of constraint.InternalZipConstraint for tuples
Builder of constraint.InternalZipConstraint for tuples
Author:
Harshad Deo
- Z
Type of the input tuple
- HLZ
Type of HList corresponding to Z
- F
Down converted type of Z. For details, see constraint.DownTransformConstraint
- HLF
Type of HList corresponding to F
- V
Type of the output collection
- Since
0.1
- implicit def tpLengthConstraint[Z, HL <: HList, L <: Dense](implicit ev0: Tuple2HListConverter[Z, HL], ev1: LengthConstraint[HL, L]): LengthConstraint[Z, L]
Builder of constraint.LengthConstraint for tuples
Builder of constraint.LengthConstraint for tuples
Author:
Harshad Deo
- Z
Type of the tuple
- HL
Type of the HList correspoding to Z
- L
Length
- Since
0.1
- implicit def tpRemoveConstraint[N, T, HL <: HList, HLR <: HList, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: RemoveConstraint[N, HL, HLR], ev2: HList2TupleConverter[R, HLR]): RemoveConstraint[N, T, R]
Builder of constraint.RemoveConstraint for tuples
Builder of constraint.RemoveConstraint for tuples
Author:
Harshad Deo
- N
Type index of the element to remove
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- HLR
Type of the HList obtained by removing element at index N from HL
- R
Type of tuple corresponding to HLR
- Since
0.1
- implicit def tpRemoveRightConstraint[N, T, HL <: HList, HLR <: HList, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: RemoveRightConstraint[N, HL, HLR], ev2: HList2TupleConverter[R, HLR]): RemoveRightConstraint[N, T, R]
Builder of constraint.RemoveRightConstraint for tuples
Builder of constraint.RemoveRightConstraint for tuples
Author:
Harshad Deo
- N
Type index of the element to remove (from the right)
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- HLR
Type of the HList obtained by removing element at index N from HL
- R
Type of tuple corresponding to HLR
- Since
0.1
- implicit def tpReverseConstraint[T, HL <: HList, HLR <: HList, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: ReverseConstraint[HL, HLR], ev2: HList2TupleConverter[R, HLR]): ReverseConstraint[T, R]
Builder of constraint.ReverseConstraint for tuples
Builder of constraint.ReverseConstraint for tuples
Author:
Harshad Deo
- T
Type of the input tuple
- HL
Type of HList corresponding to T
- HLR
Type of reverse of HL
- R
Type of tuple corresponding to HLR
- Since
0.1
- implicit def tpSplitAtConstraint[N, T, HL <: HList, HLL <: HList, HLR <: HList, L, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: SplitAtConstraint[N, HL, HLL, HLR], ev2: HList2TupleConverter[L, HLL], ev3: HList2TupleConverter[R, HLR]): SplitAtConstraint[N, T, L, R]
Builder of constraint.SplitAtConstraint for tuples
Builder of constraint.SplitAtConstraint for tuples
Author:
Harshad Deo
- N
Index at which to split
- T
Type of the input tuple
- HL
Type of HList corresponding to T
- HLL
Type of the first HList obtained by splitting HL at index N
- HLR
Type of the second HList obtained by splitting HL at index N
- L
Type of the tuple corresponding to HLL
- R
Type of the tuple corresponding to HLR
- Since
0.1
- implicit def tpSplitAtRightConstraint[N, T, HL <: HList, HLL <: HList, HLR <: HList, L, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: SplitAtRightConstraint[N, HL, HLL, HLR], ev2: HList2TupleConverter[L, HLL], ev3: HList2TupleConverter[R, HLR]): SplitAtRightConstraint[N, T, L, R]
Builder of constraint.SplitAtRightConstraint for tuples
Builder of constraint.SplitAtRightConstraint for tuples
Author:
Harshad Deo
- N
Index at which to split (from the right)
- T
Type of the input tuple
- HL
Type of HList corresponding to T
- HLL
Type of the first HList obtained by splitting HL at index N
- HLR
Type of the second HList obtained by splitting HL at index N
- L
Type of the tuple corresponding to HLL
- R
Type of the tuple corresponding to HLR
- Since
0.1
- implicit def tpTakeConstraint[N, T, HL <: HList, HLT <: HList, U](implicit ev0: Tuple2HListConverter[T, HL], ev1: TakeConstraint[N, HL, HLT], ev2: HList2TupleConverter[U, HLT]): TakeConstraint[N, T, U]
Builder of constraint.TakeConstraint for tuples
Builder of constraint.TakeConstraint for tuples
Author:
Harshad Deo
- N
Type index of the number of elements to take
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- HLT
Type of the HList obtained by taking N elements from HL
- U
Type of the tuple corresponding to HLT
- Since
0.1
- implicit def tpTakeRightConstraint[N, T, HL <: HList, HLT <: HList, U](implicit ev0: Tuple2HListConverter[T, HL], ev1: TakeRightConstraint[N, HL, HLT], ev2: HList2TupleConverter[U, HLT]): TakeRightConstraint[N, T, U]
Builder of constraint.TakeRightConstraint for tuples
Builder of constraint.TakeRightConstraint for tuples
Author:
Harshad Deo
- N
Type index of the number of elements to take (from the right)
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- HLT
Type of the HList obtained by taking N elements from HL (from the right)
- U
Type of the tuple corresponding to HLT
- Since
0.1
- implicit def tpToListConstraint[Z, HL, R](implicit ev0: Tuple2HListConverter[Z, HL], ev1: ToListConstraint[HL, R]): ToListConstraint[Z, R]
Builder of constraint.ToListConstraint for tuples
Builder of constraint.ToListConstraint for tuples
Author:
Harshad Deo
- Z
Type of the input tuple
- HL
Type of HList corresponding to Z
- R
Element type of resultant List
- Since
0.1
- implicit def tpTransformConstraint[I, HLI <: HList, M[_], N[_], HLO <: HList, O](implicit ev0: Tuple2HListConverter[I, HLI], ev1: TransformConstraint[HLI, HLO, M, N], ev2: HList2TupleConverter[O, HLO]): TransformConstraint[I, O, M, N]
Builder of constraint.TransformConstraint for tuples
Builder of constraint.TransformConstraint for tuples
Author:
Harshad Deo
- I
Type of the input Tuple
- HLI
Type of HList corresponding to I
- M
Type of the input context
- N
Type of the output context
- HLO
Type of the result of applying M ~> N on HLI
- O
Type of tuple corresponding to HLO
- Since
0.1
- implicit def tpUpdatedConstraint[N, T, HL <: HList, A, R, HLR <: HList](implicit ev0: Tuple2HListConverter[T, HL], ev1: UpdatedConstraint[N, HL, A, HLR], ev2: HList2TupleConverter[R, HLR]): UpdatedConstraint[N, T, A, R]
Builder of constraint.UpdatedConstraint for tuples
Builder of constraint.UpdatedConstraint for tuples
Author:
Harshad Deo
- N
Type index of the element to update
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- A
Type of the element to insert
- R
Type of tuple corresponding to HLR
- HLR
Type of the HList obtained by inserting A at index N in HL
- Since
0.1
- implicit def tpUpdatedRightConstraint[N, T, HL <: HList, A, HLA <: HList, R](implicit ev0: Tuple2HListConverter[T, HL], ev1: UpdatedRightConstraint[N, HL, A, HLA], ev2: HList2TupleConverter[R, HLA]): UpdatedRightConstraint[N, T, A, R]
Builder of constraint.UpdatedRightConstraint for tuples
Builder of constraint.UpdatedRightConstraint for tuples
Author:
Harshad Deo
- N
Type index of the element to update (from the right)
- T
Type of the input tuple
- HL
Type of the HList corresponding to T
- A
Type of the element to insert
- HLA
Type of the HList obtained by inserting A at index N in HL
- R
Type of tuple corresponding to HLR
- Since
0.1
- implicit def tuple2ArityZipOps[Z, F](z: Z)(implicit ev: DownTransformConstraint[Z, F, Iterable]): ArityZipOps[Z, F]
Builds a ArityIndexOps object for the tuple
Builds a ArityIndexOps object for the tuple
Author:
Harshad Deo
- Z
Type of the tuple being converted
- F
Down Converted type of Z. For details, see constraint.DownTransformConstraint
- Since
0.1
- implicit def tuple2IndexOps[T](t: T): TupleIndexOps[T]
Builds a TupleIndexOps object for the tuple
Builds a TupleIndexOps object for the tuple
Author:
Harshad Deo
- T
Type of the tuple being converted
- Since
0.1
- final def wait(arg0: Long, arg1: Int): Unit
- Definition Classes
- AnyRef
- Annotations
- @throws(classOf[java.lang.InterruptedException])
- final def wait(arg0: Long): Unit
- Definition Classes
- AnyRef
- Annotations
- @throws(classOf[java.lang.InterruptedException]) @native()
- final def wait(): Unit
- Definition Classes
- AnyRef
- Annotations
- @throws(classOf[java.lang.InterruptedException])