azalea/kotlin-fork
1
0
Fork 0
Code Issues Pull Requests Actions Packages Projects Releases Wiki Activity

Do not render trivial variables in DataFlow tests

Browse Source 
The reason is that while there are optimizations for them
definition of their state is both rather simple and may be
confusing in testData
This commit is contained in:
Denis Zharkov
2017-09-29 16:42:41 +03:00
parent 477aeef90c
commit edbf360852
24 changed files with 479 additions and 464 deletions
Download Patch File Download Diff File Expand all files Collapse all files
compiler/testData/cfg-variables/lexicalScopes/functionLiteralScope.instructions
Vendored
+19 -19
View File
@@ -13,24 +13,24 @@ L0:
2 mark({ "before" val b = 1 val f = { x: Int -> val a = x + b } "after" })
mark("before")
r("before") -> <v0>
v(val b = 1) INIT: in: {} out: {b=D}
r(1) -> <v1> INIT: in: {b=D} out: {b=D}
w(b|<v1>) INIT: in: {b=D} out: {b=ID}
v(val f = { x: Int -> val a = x + b }) INIT: in: {b=ID} out: {b=ID, f=D}
mark({ x: Int -> val a = x + b }) INIT: in: {b=ID, f=D} out: {b=ID, f=D}
v(val b = 1) INIT: in: {} out: {}
r(1) -> <v1> INIT: in: {} out: {}
w(b|<v1>) INIT: in: {} out: {}
v(val f = { x: Int -> val a = x + b }) INIT: in: {} out: {}
mark({ x: Int -> val a = x + b }) INIT: in: {} out: {}
jmp?(L2)
d({ x: Int -> val a = x + b }) INIT: in: {a=ID, b=ID, f=D, x=ID} out: {a=ID, b=ID, f=D, x=ID}
d({ x: Int -> val a = x + b }) INIT: in: {} out: {}
L2 [after local declaration]:
r({ x: Int -> val a = x + b }) -> <v2>
w(f|<v2>) INIT: in: {a=ID, b=ID, f=D, x=ID} out: {a=ID, b=ID, f=ID, x=ID}
mark("after") INIT: in: {a=ID, b=ID, f=ID, x=ID} out: {a=ID, b=ID, f=ID, x=ID}
w(f|<v2>) INIT: in: {} out: {}
mark("after") INIT: in: {} out: {}
r("after") -> <v3>
L1:
1 <END>
error:
<ERROR>
sink:
<SINK> USE: in: {b=READ, x=READ} out: {b=READ, x=READ}
<SINK> USE: in: {} out: {}
=====================
== anonymous_0 ==
{ x: Int ->
@@ -38,21 +38,21 @@ sink:
}
---------------------
L3:
3 <START> INIT: in: {b=ID, f=D} out: {b=ID, f=D}
v(x: Int) INIT: in: {b=ID, f=D} out: {b=ID, f=D, x=D}
magic[FAKE_INITIALIZER](x: Int) -> <v0> INIT: in: {b=ID, f=D, x=D} out: {b=ID, f=D, x=D}
w(x|<v0>) INIT: in: {b=ID, f=D, x=D} out: {b=ID, f=D, x=ID}
4 mark(val a = x + b) INIT: in: {b=ID, f=D, x=ID} out: {b=ID, f=D, x=ID}
v(val a = x + b) INIT: in: {b=ID, f=D, x=ID} out: {a=D, b=ID, f=D, x=ID}
r(x) -> <v1> INIT: in: {a=D, b=ID, f=D, x=ID} out: {a=D, b=ID, f=D, x=ID}
3 <START> INIT: in: {} out: {}
v(x: Int) INIT: in: {} out: {}
magic[FAKE_INITIALIZER](x: Int) -> <v0> INIT: in: {} out: {}
w(x|<v0>) INIT: in: {} out: {}
4 mark(val a = x + b) INIT: in: {} out: {}
v(val a = x + b) INIT: in: {} out: {}
r(x) -> <v1> INIT: in: {} out: {}
r(b) -> <v2>
mark(x + b)
call(x + b, plus|<v1>, <v2>) -> <v3>
w(a|<v3>) INIT: in: {a=D, b=ID, f=D, x=ID} out: {a=ID, b=ID, f=D, x=ID}
w(a|<v3>) INIT: in: {} out: {}
L4:
3 <END> INIT: in: {a=ID, b=ID, f=D, x=ID} out: {a=ID, b=ID, f=D, x=ID}
3 <END> INIT: in: {} out: {}
error:
<ERROR>
sink:
<SINK> USE: in: {b=READ, x=READ} out: {b=READ, x=READ}
<SINK> USE: in: {} out: {}
=====================