In compiler design the breaking of the whole code into small pieces of lexemes can be done with some built in operation(means simply that without any specific model ). To overcome this issue we will be applying the Krohn-Rhode decomposition theorem on such a scenario. By using the Krohn-Rh
Optimization in code generation in compiler
In compiler design the breaking of the whole code into small pieces of lexemes can be done with some built in operation(means simply that without any specific model ). To overcome this issue we will be applying the Krohn-Rhode decomposition theorem on such a scenario. By using the Krohn-Rhode Decomposition Theorem we will decompose expression into small units which will provide a new transition from the previous built in operation.
•Objectives:
•Study of decomposition theorem in detail along with its applications.
•Learning to provide algebraic/mathematical expressions in high-level languages.
•To perform decomposition of the given mathematical expression using Krohn-Rhode theorem.
•To carry out quantitative analysis of the results.
It is implemented on java YACC compiler and the machine code generation is implemented on a assembly language.
For the compiler design such a technique can be adopted to modern compiler for their code generation optimization and the quality of code.
The whole mechanism is designed on a java YACC compiler and then test on a suitable benchmark with the other traditional compiler methods.
| Item Name | Type | No. of Units | Per Unit Cost (in Rs) | Total (in Rs) |
|---|---|---|---|---|
| Compiler Software | Miscellaneous | 1 | 8000 | 8000 |
| Total in (Rs) | 8000 |
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