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Taddeüs Kroes
peephole
Commits
fb30dd2f
Commit
fb30dd2f
authored
Dec 28, 2011
by
Taddeus Kroes
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View file @
f438cef1
Jump/branch end of basoc block, Label begin of BB
instr writing to register and immediatly overwritten by second instruction
(general case of second optimization in table practicum assignment)
report/report.tex
View file @
fb30dd2f
...
...
@@ -16,7 +16,6 @@
\begin{document}
\maketitle
\pagebreak
\tableofcontents
\pagebreak
...
...
@@ -38,17 +37,18 @@ the keywords in to an action.
There are two general types of of optimizations of the assembly code, global
optimizations and optimizations on a so-called basic block. These optimizations
will be discussed sep
erat
ly
will be discussed sep
arate
ly
\subsection
{
Global optimizations
}
We only perform one global optimization, which is optimizing branch-jump
statements. The unoptimized Assembly code contains sequences of code of the
following structure:
\begin{
lstlisting
}
\begin{
verbatim
}
beq ...,
$
Lx
j
$
Ly
$
Lx: ...
\end
{
lstlisting
}
$
Lx: ...
\end
{
verbatim
}
This is inefficient, since there is a jump to a label that follows this code.
It would be more efficient to replace the branch statement with a
\texttt
{
bne
}
(
the opposite case
)
to the label used in the jump statement. This way the jump
...
...
@@ -69,8 +69,8 @@ for a piece of code not containing any branches or jumps.
To create a basic block, you need to define what is the leader of a basic
block. We call a statement a leader if it is either a jump
/
branch statement, or
the target of such a statement. Then a basic block runs from one leader
(
not including this leader
)
until the next leader
(
including this leader
)
.
!!!!
the target of such a statement. Then a basic block runs from one leader
until
the next leader.
There are quite a few optimizations we perform on these basic blocks, so we
will describe the types of optimizations here in stead of each optimization.
...
...
@@ -79,14 +79,14 @@ will describe the types of optimizations here in stead of each optimization.
These are optimizations that simply look for a certain statement or pattern of
statements, and optimize these. For example,
\begin
{
lstlisting
}
\begin
{
verbatim
}
mov
$
regA,
$
regB
instr
$
regA,
$
regA,...
\end
{
lstlisting
}
\end
{
verbatim
}
can be optimized into
\begin
{
lstlisting
}
\begin
{
verbatim
}
instr
$
regA,
$
regB,...
\end
{
lstlisting
}
\end
{
verbatim
}
since the register
\texttt
{
\$
regA
}
gets overwritten by the second instruction
anyway, and the instruction can easily use
\texttt
{
\$
regB
}
in stead of
\texttt
{
\$
regA
}
. There are a few more of these cases, which are the same as
...
...
@@ -107,12 +107,12 @@ We search from the end of the block up for instructions that are eligible for
CSE. If we find one, we check further up in the code for the same instruction,
and add that to a temporary storage list. This is done until the beginning of
the block or until one of the arguments of this expression is assigned. Now all
occurences of this expression can be replaced by a move of a new variable that
is generated above the first occurence, which contains the value of the
occur
r
ences of this expression can be replaced by a move of a new variable that
is generated above the first occur
r
ence, which contains the value of the
expression.
This is a less efficient method, but because the basic blocks are in general
not very large and the exec
t
ution time of the optimizer is not a primary
not very large and the execution time of the optimizer is not a primary
concern, this is not a big problem.
\section
{
Implementation
}
...
...
@@ -129,23 +129,51 @@ The program has three steps, parsing the Assembly code into a datastructure we
can use, the so
-
called Intermediate Representation, performing optimizations on
this IR and writing the IR back to Assembly.
\subsection
{
Parsing
with PLY
}
\subsection
{
Parsing
}
The parsing is done with PLY, which allows us to perform Lex
-
Yacc tasks in
Python by using a Lex
-
Yacc like syntax. This way there is no need to combine
languages like we should do otherwise since Lex and Yacc are coupled with C.
The decision was made to not recognize exactly every possible instruction in
the parser, but only if something is for example a command, a comment or a gcc
directive. We then transform per line to a object called a Statement. A
statement has a type, a name and optionally a list of arguments. These
statements together form a statement list, which is placed in another object
called a Block. In the beginning there is one block for the entire program, but
after global optimizations this will be separated in several blocks that are
the basic blocks.
\subsection
{
Optimizations
}
The optimizations are done in two different steps. First the global
optimizations are performed, which are only the optimizations on branch
-
jump
constructions. This is done repeatedly until there are no more changes.
After all possible global optimizations are done, the program is seperated into
basic blocks. The algorithm to do this is described earlier, and means all
jump and branch instructions are called leaders, as are their targets. A basic
block then goes from leader to leader.
After the division in basic blocks, optimizations are performed on each of
these basic blocks. This is also done repeatedly, since some times several
steps can be done to optimize something.
\subsection
{
Writing
}
Once all the optimizations have been done, the IR needs to be rewritten into
Assembly code, so the xgcc crosscompiler can make binary code out of it.
The writer expects a list of statements, so first the blocks have to be
concatenated again into a list. After this is done, the list is passed on to
the writer, which writes the instructions back to Assembly and saves the file
so we can let xgcc compile it.
\section
{
Results
}
\subsection
{
pi.c
}
\subsection
{
a
r
cron.c
}
\subsection
{
acron.c
}
\subsection
{
whet.c
}
...
...
@@ -157,42 +185,55 @@ this IR and writing the IR back to Assembly.
\appendix
\section
{
Total list of
optimizations
}
\section
{
List of all
optimizations
}
\label
{
opt
}
\textbf
{
Global optimizations
}
\begin
{
tabular
}{
| c c c |
}
\hline
\begin
{
lstlisting
}
beq ...,
$
Lx
j
$
Ly
$
Lx: ...
\end{lstlisting}
&
$
\Rightarrow
$
&
\begin{lstlisting}
bne ...,
$
Ly
$
Lx: ...
\end{lstlisting}
\\
\hline
\begin{lstlisting}
bne ...,
$
Lx
j
$
Ly
$
Lx: ...
\end
{
lstlisting
}
&
$
\Rightarrow
$
&
\begin
{
lstlisting
}
beq ...,
$
Ly
$
Lx: ...
\end
{
lstlisting
}
\\
\hline
\end
{
tabular
}
\\
\\
\begin
{
verbatim
}
beq ...,
$
Lx bne ...,
$
Ly
j
$
Ly ->
$
Lx: ...
$
Lx: ...
bne ...,
$
Lx beq ...,
$
Ly
j
$
Ly
-
>
$
Lx: ...
$
Lx: ...
\end
{
verbatim
}
\textbf
{
Simple basic block optimizations
}
\begin
{
tabular
}{
|c c c|
}
\hline
\begin
{
lstlisting
}
beq ...,
$
Lx
j
$
Ly
$
Lx: ...
\end{lstlisting}
&
$
\Rightarrow
$
&
\begin{lstlisting}
bne ...,
$
Ly
$
Lx: ...
\end{lstlisting}
\\
\hline
\end{tabular}
\\
\\
\begin
{
verbatim
}
mov
$
regA,
$
regA
-
>
---
//
remove it
mov
$
regA,
$
regB
-
> instr
$
regA,
$
regB,...
instr
$
regA,
$
regA,...
instr
$
regA,... instr
$
4
,...
mov
[
$
4-
$
7
]
,
$
regA -> jal XXX
jal XXX
sw
$
regA,XXX
-
> sw
$
regA, XXX
ld
$
regA,XXX
shift
$
regA,
$
regA,
0
-
>
---
//
remove it
add
$
regA,
$
regA,X
-
> lw ...,X
(
$
regA)
lw ...,0(
$
regA
)
\end
{
verbatim
}
\textbf
{
Advanced basic block optimizations
}
\begin
{
verbatim
}
# Common subexpression elimination
addu
$
regA,
$
regB,
4
addu
$
regD,
$
regB,
4
... move
$
regA,
$
regD
Code not writing
$
regB -> ...
... ...
addu
$
regC,
$
regB, 4 move
$
regC,
$
regD
\end{verbatim}
\end{document}
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