1 // Copyright 2010 Bill Burdick. All rights reserved.
2 // Use of this source code is governed by a BSD-style
3 // license that can be found in the LICENSE file.
10 import "container/vector"
15 While(f
func(i El
)bool)
18 // wrappers that keep the current type
21 Filter(filter
func(e El
) bool) Seq
22 Map(f
func(i El
) El
) Seq
23 FlatMap(f
func(i El
) Seq
) Seq
26 //convert a sequence to a concurrent sequence
27 func Concurrent(s Seq
) ConcurrentSeq
{
28 switch seq
:= s
.(type) {case ConcurrentSeq
: return seq
}
29 return Gen(func(c SeqChan
){Output(s
, c
)})
32 //convert a sequence to a sequential sequence
33 func Sequential(s Seq
) *SequentialSeq
{
34 switch seq
:= s
.(type) {case *SequentialSeq
: return seq
}
35 vec
:= make(vector
.Vector
, 0, 8)
36 Do(s
, func(v El
){vec
.Push(v
)})
37 return (*SequentialSeq
)(&vec
)
40 func FirstN(s Seq
, n
int) []interface{} {
41 r
:= make([]interface{}, n
)
43 While(s
, func(el El
)bool{
51 func First2(s Seq
) (a
, b
interface{}) {
56 func First3(s Seq
) (a
, b
, c
interface{}) {
58 return r
[0], r
[1], r
[2]
61 func First4(s Seq
) (a
, b
, c
, d
interface{}) {
63 return r
[0], r
[1], r
[2], r
[3]
66 func First5(s Seq
) (a
, b
, c
, d
, e
interface{}) {
68 return r
[0], r
[1], r
[2], r
[3], r
[4]
71 func First6(s Seq
) (a
, b
, c
, d
, e
, f
interface{}) {
73 return r
[0], r
[1], r
[2], r
[3], r
[4], r
[5]
76 func IsSeq(s
interface{}) bool {
81 func First(s Seq
) interface{} {
82 var result
interface{}
83 s
.While(func(el El
)bool{
90 func IsEmpty(s Seq
) bool {
92 s
.While(func(el El
)bool{
99 func While(s Seq
, f
func(el El
) bool) {s
.While(f
)}
101 func Do(s Seq
, f
func(el El
)) {
102 s
.While(func(el El
)bool{
108 func Len(s Seq
) int {return s
.Len()}
110 func Output(s Seq
, c SeqChan
) {
116 func Rest(s Seq
) Seq
{return s
.Rest()}
118 func Append(s1 Seq
, s2 Seq
) Seq
{return s1
.Append(s2
)}
120 func AppendToVector(s Seq
, vec
*vector
.Vector
) {
121 switch arg
:= s
.(type) {
122 case *SequentialSeq
: vec
.AppendVector((*vector
.Vector
)(arg
))
123 default: Do(s
, func(el El
){vec
.Push(el
)})
127 func SAppend(s Seq
, s2 Seq
) Seq
{
128 vec
:= make(vector
.Vector
, 0, quickLen(s
, 8) + quickLen(s2
, 8))
129 AppendToVector(s
, &vec
)
130 AppendToVector(s2
, &vec
)
131 //print("SAppend ");Prettyln(s);print(" + ");Prettyln(s2);println(" = ");Prettyln((*SequentialSeq)(&vec))
132 return (*SequentialSeq
)(&vec
)
135 func CAppend(s Seq
, s2 Seq
) Seq
{
136 return Gen(func(c SeqChan
){
142 func Prepend(s1 Seq
, s2 Seq
) Seq
{return s1
.Prepend(s2
)}
144 func quickLen(s Seq
, d
int) int {
145 switch seq
:= s
.(type) {case *SequentialSeq
: return s
.Len()}
149 func Filter(s Seq
, filter
func(e El
)bool) Seq
{return s
.Filter(filter
)}
151 func SFilter(s Seq
, filter
func(e El
)bool) Seq
{
153 vec
:= make(vector
.Vector
, 0, quickLen(s
, 8))
155 if filter(el
) {vec
.Push(el
)}
157 return (*SequentialSeq
)(&vec
)
160 func CFilter(s Seq
, filter
func(e El
)bool) Seq
{
161 return Gen(func(c SeqChan
){
163 if filter(el
) {c
<- el
}
168 func Map(s Seq
, f
func(el El
) El
) Seq
{return s
.Map(f
)}
170 func SMap(s Seq
, f
func(i El
)El
) Seq
{
171 vec
:= make(vector
.Vector
, 0, quickLen(s
, 8))
172 Do(s
, func(el El
){vec
.Push(f(el
))})
173 return (*SequentialSeq
)(&vec
)
181 type swEntry
struct {
186 // SlidingWindow is a vector with limited capacity and a base
188 start
, base
, count
int
191 // NewSlidingWindow creates a new SlidingWindow with capacity size
192 func NewSlidingWindow(size
int) *SlidingWindow
{return &SlidingWindow
{0, 0, 0, make([]swEntry
, size
)}}
193 func (r
*SlidingWindow
) Max() int {return r
.base
+ r
.Capacity()}
194 func (r
*SlidingWindow
) Capacity() int {return len(r
.values
)}
195 func (r
*SlidingWindow
) normalize(index
int) int {return (index
+ r
.Capacity()) % r
.Capacity()}
196 func (r
*SlidingWindow
) IsEmpty() bool {return r
.count
== 0}
197 func (r
*SlidingWindow
) IsFull() bool {return r
.count
== r
.Capacity()}
198 func (r
*SlidingWindow
) GetFirst() (interface{}, bool) {return r
.values
[r
.start
].value
, r
.values
[r
.start
].present
}
199 func (r
*SlidingWindow
) RemoveFirst() (interface{}, boolean
) {
200 if count
== 0 {return nil, false}
201 result
:= r
.values
[r
.start
]
202 r
.values
[r
.start
] = swEntry
{false, nil}
203 if result
.present
{r
.count
--}
204 r
.start
= normalize(r
.start
++)
206 return result
.value
, result
.present
208 func (r
*SlidingWindow
) RemoveLast() (interface{}, boolean
) {
209 if count
== 0 {return nil, false}
210 end
:= r
.normalize(r
.start
+ r
.Capacity() - 1)
211 result
:= r
.values
[end
]
212 r
.values
[end
] = swEntry
{false, nil}
213 if result
.present
{r
.count
--}
215 r
.start
= normalize(r
.start
--)
218 return result
.value
, result
.present
220 func (r
*SlidingWindow
) Get(index
int) (value
interface{}, boolean
) {
221 index
= r
.normalize(r
.index
- r
.base
+ r
.start
)
222 if index
< 0 || index
>= r
.Capacity() {return nil, false}
223 value
= r
.values
[index
]
224 return value
.value
, value
.present
226 func (r
*SlidingWindow
) Set(index
int, value
interface{}) boolean
{
227 index
= r
.normalize(r
.index
- r
.base
+ r
.start
)
228 if index
< 0 || index
>= r
.Capacity() {return false}
229 r
.values
[index
].value
= value
230 if !r
.values
[index
].present
{
231 r
.values
[index
].present
= true
237 // spawn a goroutine that does the following for each value, with up to size pending at a time:
238 // spawn a goroutine to apply f to the value and send the result back in a channel
239 // send the results in order to the ouput channel as they are completed
240 func CMap(s Seq
, f
func(el El
) El
, sizeOpt
... int) Seq
{
242 if len(sizeOpt
) > 0 {size
= sizeOpt
[0]}
243 return Gen(func(output SeqChan
){
244 //punt and convert sequence to concurrent
245 //maybe someday we'll handle SequentialSequences separately
246 input
:= Concurrent(s
)()
248 window
:= NewSlidingWindow(size
)
249 replyChannel
:= make(chan reply
)
250 inputCount
, pendingInput
, pendingOutput
:= 0, 0, 0
253 first
, hasFirst
:= window
.GetFirst()
254 ic
, oc
, rc
:= input
, output
, replyChannel
255 if !hasFirst
{oc
= nil}
256 if inputClosed || pendingInput
>= size
{ic
= nil}
257 if pendingOutput
>= size
{rc
= nil}
262 case inputMsg
:= <- ic
:
266 go func(index
int, value
interface{}) {
267 replyChannel
<- reply
{index
, f(value
)}
272 case replyMsg
:= <- rc
:
273 window
.addLast(replyMsg
)
282 func FlatMap(s Seq
, f
func(el El
) Seq
) Seq
{return s
.FlatMap(f
)}
284 func SFlatMap(s Seq
, f
func(i El
) Seq
) Seq
{
285 vec
:= make(vector
.Vector
, 0, quickLen(s
, 8))
286 Do(SMap(s
, f
), func(sub El
){vec
.Push(sub
)})
287 return (*SequentialSeq
)(&vec
)
290 func CFlatMap(s Seq
, f
func(i El
) Seq
, sizeOpt
... int) Seq
{
291 return Gen(func(c SeqChan
){
292 Do(CMap(s
, f
, sizeOpt
), func(sub El
){c
<- sub
})
296 func Fold(s Seq
, init
interface{}, f
func(acc
, el El
)El
) interface{} {
297 Do(s
, func(el El
){init
= f(init
, el
)})
301 //maybe convert this to use an accumulator instead of append?
302 func Combinations(s Seq
, number
int) Seq
{
303 if number
== 0 ||
IsEmpty(s
) {return From(From())}
304 return Combinations(s
.Rest(), number
).Prepend(Combinations(s
.Rest(), number
- 1).Map(func(el El
)El
{
305 return el
.(Seq
).Prepend(From(First(s
)))
309 //returns the product of the Seqs contained in sequences
310 func Product(sequences Seq
) Seq
{
311 return Fold(sequences
, From(From()), func(result
, each El
)El
{
312 //fmt.Print("folding: ");Pretty(each);fmt.Print(" into ");Prettyln(result)
313 return result
.(Seq
).FlatMap(func(seq El
)Seq
{
314 //fmt.Print("flat map with: ");Prettyln(seq)
315 return each
.(Seq
).Map(func(i El
) El
{
316 //fmt.Print("map with: ");Prettyln(i)
317 return seq
.(Seq
).Append(From(i
))
323 func Prettyln(s
interface{}, rest
... interface{}) {
324 writer
:= Pretty(s
, rest
...)
327 func Pretty(s
interface{}, args
... interface{}) io
.Writer
{
328 var writer io
.Writer
= os
.Stdout
329 var names
map[interface{}]string
330 for i
:= 0; i
< len(args
); i
++ {
331 switch arg
:= args
[i
].(type) {
332 case map[interface{}]string: names
= arg
333 case io
.Writer
: writer
= arg
336 if names
== nil {names
= map[interface{}]string{}}
337 prettyLevel(s
, 0, names
, writer
)
341 //This is pretty ugly :)
342 func prettyLevel(s
interface{}, level
int, names
map[interface{}]string, w io
.Writer
) {
343 name
, hasName
:= names
[s
]
346 } else switch arg
:= s
.(type) {
348 fmt
.Fprintf(w
, "%*s%s", level
, "", "[")
357 if !named
&& innerSeq
{
360 } else if !named
&& innerSeq
{
366 prettyLevel(v
.(Seq
), level
+ 4, names
, w
)
368 fmt
.Fprintf(w
, "%v", v
)
373 fmt
.Fprintf(w
, "\n%*s", level
, "")
384 type SeqChan
chan interface{}
386 type ConcurrentSeq
func()SeqChan
388 // f must behave properly when the channel is closed, so that IsEmpty and First work properly
389 func Gen(f
func(c SeqChan
)) ConcurrentSeq
{
390 return func() SeqChan
{
400 func CUpto(limit
int) ConcurrentSeq
{
401 return Gen(func(c SeqChan
) {
402 for i
:= 0; i
< limit
; i
++ {
408 func (s ConcurrentSeq
) While(f
func(el El
)bool) {
411 for el
:= <- c
; !closed(c
) && f(el
); el
= <- c
{}
414 func (s ConcurrentSeq
) Rest() Seq
{
415 return ConcurrentSeq(func()SeqChan
{
422 func (s ConcurrentSeq
) Len() int {
430 func (s ConcurrentSeq
) Append(s2 Seq
) Seq
{return CAppend(s
, s2
)}
432 func (s ConcurrentSeq
) Prepend(s2 Seq
) Seq
{return CAppend(s2
, s
)}
434 func (s ConcurrentSeq
) Filter(f
func(e El
)bool) Seq
{return CFilter(s
, f
)}
436 func (s ConcurrentSeq
) Map(f
func(i El
)El
) Seq
{return CMap(s
, f
)}
438 func (s ConcurrentSeq
) FlatMap(f
func(i El
) Seq
) Seq
{return CFlatMap(s
, f
)}
440 func toSequentialSeq(el
interface{}) interface{} {
441 switch seq
:= el
.(type) {
442 case ConcurrentSeq
: return seq
.ToSequentialSeq()
444 cpy
:= make([]interface{}, len(seq
))
451 func (s ConcurrentSeq
) ToSequentialSeq() *SequentialSeq
{
452 vec
:= make(vector
.Vector
, 0, 8)
453 Do(s
, func(v El
){vec
.Push(toSequentialSeq(v
))})
454 return (*SequentialSeq
)(&vec
)
460 type SequentialSeq
[]interface{}
462 func From(els
... interface{}) *SequentialSeq
{return (*SequentialSeq
)(&els
)}
464 func AUpto(limit
int) *SequentialSeq
{
465 a
:= make([]interface{}, limit
)
466 for i
:= 0; i
< limit
; i
++ {
469 return (*SequentialSeq
)(&a
)
472 func (s
*SequentialSeq
) While(f
func(el El
)bool) {
473 for i
:= 0; i
< len(*s
) && f((*s
)[i
]); i
++ {}
476 func (s
*SequentialSeq
) Rest() Seq
{
478 return (*SequentialSeq
)(&s2
)
481 func (s
*SequentialSeq
) Len() int {return len(*s
)}
483 func (s
*SequentialSeq
) Append(s2 Seq
) Seq
{return SAppend(s
, s2
)}
485 func (s
*SequentialSeq
) Prepend(s2 Seq
) Seq
{return SAppend(s2
, s
)}
487 func (s
*SequentialSeq
) Filter(f
func(e El
)bool) Seq
{return SFilter(s
, f
)}
489 func (s
*SequentialSeq
) Map(f
func(i El
)El
) Seq
{return SMap(s
, f
)}
491 func (s
*SequentialSeq
) FlatMap(f
func(i El
) Seq
) Seq
{return SFlatMap(s
, f
)}