Podcast
Questions and Answers
What is the primary advantage of using postfix notation in expressions?
What is the primary advantage of using postfix notation in expressions?
- It allows operators to precede operands.
- It eliminates the need for parentheses. (correct)
- It increases computational complexity.
- It requires explicit operator precedence.
What is the standard form of a three-address statement?
What is the standard form of a three-address statement?
- result = operator operand1 operand2
- operator = operand1 operand2
- operand1 = operand2 operator result
- result = operand1 operator operand2 (correct)
How many references are typically involved in a standard three-address statement?
How many references are typically involved in a standard three-address statement?
- One reference for the result only.
- Three references for the result only.
- No references at all.
- Two references for operands and one for the result. (correct)
What is the role of internal nodes in a syntax tree?
What is the role of internal nodes in a syntax tree?
What does a syntax tree represent in relation to a parse tree?
What does a syntax tree represent in relation to a parse tree?
What are temporary variables in three-address code typically referred to as?
What are temporary variables in three-address code typically referred to as?
Which of the following is NOT a method for representing three-address code?
Which of the following is NOT a method for representing three-address code?
How does creating a syntax tree improve expression representation?
How does creating a syntax tree improve expression representation?
What happens to control when the expression E is false within a while loop?
What happens to control when the expression E is false within a while loop?
What is the characteristic of a postfix syntax-directed translation (SDT)?
What is the characteristic of a postfix syntax-directed translation (SDT)?
Which of the following correctly defines the function of S1.NEXT in a while loop implementation?
Which of the following correctly defines the function of S1.NEXT in a while loop implementation?
In parser stack implementation of postfix SDTs, what is primarily stored in the parser stack?
In parser stack implementation of postfix SDTs, what is primarily stored in the parser stack?
How is control managed in the translation syntax for a while loop?
How is control managed in the translation syntax for a while loop?
What does the semantic rule 'E.FALSE = S.NEXT' indicate in the context of a while loop?
What does the semantic rule 'E.FALSE = S.NEXT' indicate in the context of a while loop?
In the context of postfix SDTs, which semantic rule corresponds to 'S.CODE = GEN(S.BEGIN '− ') || E.CODE || GEN(E.TRUE '− ') || S1.CODE'?
In the context of postfix SDTs, which semantic rule corresponds to 'S.CODE = GEN(S.BEGIN '− ') || E.CODE || GEN(E.TRUE '− ') || S1.CODE'?
What is the significance of the label S.BEGIN in the control flow of a while loop?
What is the significance of the label S.BEGIN in the control flow of a while loop?
What happens when reduction occurs at the top of the stack during syntax-directed translation?
What happens when reduction occurs at the top of the stack during syntax-directed translation?
In an SDT with actions inside the production, when are the actions performed if using a bottom-up parser?
In an SDT with actions inside the production, when are the actions performed if using a bottom-up parser?
What should be done to a grammar that contains left recursion to enable parsing with a top-down parser?
What should be done to a grammar that contains left recursion to enable parsing with a top-down parser?
In L-attributed definitions used in SDT, where should the actions for inherited attributes be placed?
In L-attributed definitions used in SDT, where should the actions for inherited attributes be placed?
In the provided production P ⇢ Pr | q, how is it transformed after eliminating left recursion?
In the provided production P ⇢ Pr | q, how is it transformed after eliminating left recursion?
What is an example of a synthesized attribute in the provided productions?
What is an example of a synthesized attribute in the provided productions?
How are arithmetic expression references, like A[i] + B[j], converted into intermediate representations in syntax-directed translation?
How are arithmetic expression references, like A[i] + B[j], converted into intermediate representations in syntax-directed translation?
What is an outcome of using synthesized attributes in syntax-directed translation?
What is an outcome of using synthesized attributes in syntax-directed translation?
Flashcards
While loop control
While loop control
A program construct that executes a block of code repeatedly as long as a condition (expression) is true.
Postfix SDT
Postfix SDT
Syntax-directed translation scheme where semantic actions are placed at the right end of the production.
Semantic Rule
Semantic Rule
A rule that defines how to compute the values, actions, and other attributes associated with a production during a syntax analysis.
Production
Production
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Parser Stack
Parser Stack
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Syntax-Directed Translation
Syntax-Directed Translation
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Synthesized Attribute
Synthesized Attribute
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Bottom-up parser
Bottom-up parser
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SDT with action inside production
SDT with action inside production
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Eliminating Left Recursion from SDT
Eliminating Left Recursion from SDT
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Inherited Attribute
Inherited Attribute
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L-attributed Definition
L-attributed Definition
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Production Rule
Production Rule
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Array References in Arithmetic Expressions
Array References in Arithmetic Expressions
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Procedure Calls
Procedure Calls
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Postfix Notation
Postfix Notation
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Infix Notation
Infix Notation
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Three-Address Code
Three-Address Code
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Intermediate Code
Intermediate Code
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Syntax Tree
Syntax Tree
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Example of Postfix
Example of Postfix
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Three-Address-Statement
Three-Address-Statement
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Quadruples
Quadruples
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Study Notes
Syntax Directed Translation in Compiler Design
- Parsers use Context-Free Grammars (CFGs) to validate input strings and produce output for the next compiler phase.
- Outputs can be parse trees or abstract syntax trees.
- Syntax Directed Translation (SDT) interleaves semantic analysis with syntax analysis.
- Conceptually, SDT parses the input, builds a parse tree, then traverses the tree to evaluate semantic rules at every node.
- Semantic rule evaluation can generate code, manage the symbol table, produce error messages, or perform other actions.
Definition
- Syntax Directed Translation augments the grammar.
- SDT involves passing information (bottom-up and/or top-down) to the parse tree, attaching attributes to nodes.
- Attributes can be lexical values, constants, and attributes associated with non-terminals.
- SDT generally constructs a parse tree, evaluating attribute values at the nodes in a specific order.
Example
- A grammar example for expressions with addition and multiplication is given.
- Semantic analysis can be performed using SDT rules.
- An example of how semantic analysis happens is presented with a sample input and its corresponding parse tree; showing how attribute values are calculated at the parse tree's different nodes in a left-to-right bottom-up evaluation.
Intermediate Code Generation in Compiler Design
- A compiler uses a frontend to translate a source program into intermediate code.
- The backend uses this intermediate code to generate target code.
- The role of intermediate code is platform independence.
- Portability is enhanced.
- Efficient code generation and code optimization can occur through intermediate code.
Advantages of Syntax Directed Translation
- Implementation is easier.
- Separates concerns of parsing and translation.
- Modularity and extensibility are facilitated when designing compilers.
Disadvantages of Syntax Directed Translation
- Limited expressiveness compared to other methods (like attribute grammars).
- Can be inflexible for complex translation rules.
- Limited error recovery capabilities, which could impact error messages and diagnostics.
Intermediate Code Representations
- Postfix notation (reverse Polish notation) places operators after operands (e.g., a + b becomes ab+).
- Three-address code has a maximum of three references per statement (two for operands, one for result).
- Example, the expression a+bc will compile to: T1 = bc ; T2 = a+T1;
Syntax Tree
- Condensed representation of a parse tree.
- Simplifies visual representation of the program's syntactic structure.
- Relocates operators and keywords and places them within parent nodes.
Intermediate code generation advantages
- Implementation is easier.
- Facilitates code optimization.
- Platform-independent: code can run on multiple platforms without modification.
- Code reuse: Intermediate code can be reused for other platforms or languages.
- Easier debugging: Closer to source code, thus allowing for easier debugging.
Intermediate code generation disadvantages
- Increased compilation time.
- Additional memory usage.
- Increased complexity.
- Reduced performance (than generating machine code directly)
Abstract Translation Scheme
- An abstract translation scheme describes how to translate programming constructions into intermediate code.
- Includes examples for if-then, if-then-else, and while-loop constructs.
Control Statements
- Statements like if–then,if–then–else, and while–do, which change the flow of the program's execution.
- These are translated by generating jump instructions, based on the Boolean expression's result.
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