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3.15 Discuss the concept of a memory hierarchy whereby memory closer to the CPU is faster, more expensive, and smaller than memory at the next level. Arrange the different types of memory we have discussed in such a hierarchy. The smallest, fastest, most expensive memory locations are the registers on the CPU. Adjacent to the CPU are cache memories that are smaller, faster and more expensive than main memory, but larger, slower, and less expensive than the set of registers. The next level in the memory hierarchy is main memory, which modern machines have in some abundance, often measured in gigabytes. After main memory, the next level in the memory hierarchy is mass storage, today almost always on magnetic disk drives. Such memory is more expansive, less expensive per byte, and slower than main memory. Beyond magnetic disks, optical disk memory today represents the next step in the memory hierarchy, with lower costs, higher densities, and slower speeds.
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SOFTWARE 4.1. Why was it important to the history of programming languages that, even at its introduction, FORTRAN generated efficient programs There was a widespread belief that a higher-level language could never approach the efficiency of hand-coded assembly language. If FORTRAN had been less efficient, it would have been much more difficult to persuade the assembly-language-oriented programmers of the 1950s to try higher-level languages. Such resistance would have slowed the development of language theory, higher-level languages, and the productivity of the software industry. 4.2 Given what you know of computer languages, what language would be a good choice for a Processing a file of text, such as a system error log, looking for particular types of events Perl, awk, sed, PHP, Ruby, and Python b Developing an artificial intelligence application to diagnose disease, given a list of symptoms Lisp Prolog c Writing driver software for a new computer printer C, C#, C++ 4.3 Here is a C function that computes the sum of a range of integers. You can assume that begin will always be less than or equal to end (begin <= end): int summation( int begin, int end ) { int result = begin; begin = begin + 1; while( begin <= end ) { result = result + begin; begin = begin + 1; } return result; } Rewrite this function so that it uses recursion instead of iteration. int summation( int begin, int end ) { if( begin == end ) return begin; return begin + summation( (begin + 1), end ); } 4.4 Assume that a language describes a statement-sequence as a sequence of one or more statements separated by semicolons (assume statements are defined elsewhere), but with no punctuation at the end of the statement-sequence. Write the EBNF production. statement-sequence statement { ; statement } 4.5 Given the following grammar: expr term factor number digit term + expr | term factor * term | factor ( expr ) | number number digit | digit 0|1|2|3|4|5|6|7|8|9
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Draw the full parse tree for the expression: 2 * (3 + 5) + (6 + 8) term 2*(3+5) factor * number digit 2 term factor (expr) (3+5) expr term factor number digit 5 + expr 6+8 term + expr factor term number factor digit number 6 digit 8
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Abstract parse tree on next page . . . + / / / / * / / / 2 / 3 \ \ \ + / \ \ 5 / 6 / / \ \ \ \ + \ \ \ 8
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4.6 Describe the form in which a program is passed from a the scanner to the parser. stream of tokens b the parser to the semantic analyzer. parse tree 4.7 Here is a context-free grammar in BNF form: expr term factor ex --> --> --> --> expr + term | expr - term | term term * factor | term / factor | factor ex ** factor | ex ( expr ) | id
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Rewrite this grammar in EBNF form. expr term factor ex --> --> --> --> term factor ex ( expr { { { ) ( + | - ) term } ( * | / ) factor } ** ex } | id
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