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expressions that are defined in terms of themselves If, for the moment, expressions can only use +, *, /, and parentheses, all expressions can be defined with the following rules: , expression -> term[+ term][ term] term -> factor[* factor][/ factor] factor -> variable, number, or (expression) The square brackets designate an optional element, and -> means ''produces" In fact, the rules are usually called the production rules of an expression Therefore, you could say: "Term produces factor times factor or factor divided by factor" for the definition of term Notice that the precedence of the operators is implicit in the way an expression is defined Let's look at an example The expression 10 + 5 * B has two terms: 10 and 5 * B The second term contains two factors: 5 and B These factors consist of one number and one variable On the other hand, the expression 14 * (7 C) has two factors: 14 and (7 C) The factors consist of one number and one parenthesized expression The parenthesized expression contains two terms: one number and one variable This process forms the basis for a recursive-descent parser, which is essentially a set of mutually recursive functions that work in a chainlike fashion At each appropriate step, the parser performs the specified operations in the algebraically correct sequence To see how this process works, parse the input expression that follows, using the preceding production rules, and perform the arithmetic operations at the appropriate time 9 / 3 (100 + 56) If you parsed the expression correctly, you followed these steps: 1 Get the first term, 9 / 3 2 Get each factor and divide the integers The resulting value is 3 3 Get the second term, (100 + 56) At this point, start recursively analyzing the second subexpression 4 Get each term and add The resulting value is 156 5 Return from the recursive call and subtract 156 from 3 The answer is 153 If you are a little confused at this point, don't feel bad Expression parsing is a fairly complex concept that takes some getting used to There are two basic things to.



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remember about this recursive view of expressions First, the precedence of the operators is implicit in the way the production rules are defined Second, this method of parsing and evaluating expressions is very similar to the way humans evaluate mathematical expressions A Simple Expression Parser The remainder of this chapter develops two parsers The first will parse and evaluate only constant expressions that is, expressions with no variables This example shows the parser in its simplest form The second parser will include the 26 variables A through Z Here is the entire version of the simple recursive-descent parser for floating-point expressions:

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/* This module contains a simple expression parser that does not recognize variables */ #include #include #include #include <stdlibh> <ctypeh> <stdioh> <stringh>

#define DELIMITER 1 #define VARIABLE 2 #define NUMBER 3 extern char *prog; char token[80]; char tok_type; /* holds expression to be analyzed */





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Beginning in 5, we discuss applications that use optical transmission systems In that chapter we will examine the use of optical transmission in the local area network, investigating how one version of Fast Ethernet and several versions of Gigabit Ethernet are dependent on the use of fiber In addition, we will also summarize the functions of the fiber channel, which enables high-speed access between computers and data storage and represents the cornerstone of storage area network communications

void eval_exp(double *answer), eval_exp2(double *answer); void eval_exp3(double *answer), eval_exp4(double *answer); void eval_exp5(double *answer), eval_exp6(double *answer); void atom(double *answer); void get_token(void), putback(void); void serror(int error); int isdelim(char c); /* Parser entry point */ void eval_exp(double *answer) {

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Page 589 get_token(); if(!*token) { serror(2); return; } eval_exp2 (answer); if(*token) serror(0); /* last token must be null */ } /* Add or subtract two terms */ void eval_exp2(double *answer) { register char op; double temp; eval_exp3(answer); while((op = *token) == '+' || op == '-') { get_token(); eval_exp3(&temp); switch(op) { case '-': *answer = *answer - temp; break; case '+': *answer = *answer + temp; break; } } } /* Multiply or divide two factors */ void eval_exp3 (double *answer) { register char op; double temp; eval_exp4(answer); while((op = *token) == '*' || op == '/' || op == '%') { get_token(); eval_exp4(&temp); switch(op) {

Page 590 case '*': *answer = *answer * temp; break; case '/': if(temp == 00) { serror(3); /* division by zero */ *answer = 00; } else *answer = *answer / temp; break; case '%': *answer = (int) *answer % (int) temp; break; } } } /* Process an exponent */ void eval_exp4(double *answer) { double temp, ex; register int t; eval_exp5(answer); if(*token == '^') { get_token(); eval_exp4(&temp); ex = *answer; if(temp==00) { *answer = 10; return; } for(t=temp-1; t>0; --t) *answer = (*answer) * (double)ex; } }

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/* Evaluate a unary + or - */ void eval_exp5(double *answer) { register char op; op = 0;

Once we discuss the practical use of fiber in the local area network, we will focus on the wide area network In 6 we will discuss and describe the Synchronous Optical Network (SONET) and its European counterpart, the Synchronous Digital Hierarchy (SDH) We will also examine WDM and DWDM in more detail and an evolving technology referred to as the Internet Protocol (IP) over SONET

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Open (View) PDF Files on Browser in ASP . Net using C# and VB . Net
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Syncfusion PDF viewer for WPF Client Profile is a 100 percentage managed . NET component (optimized for Client Profile deployment) that gives you the ability ...












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