pl/x 语言语法分析器的java实现

王朝java/jsp·作者佚名  2006-01-09
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/**

* pl/x 语言语法分析器的java实现

* ps:这是我的编译作业,只是帖出来一部分,呵呵,大家指正!

* @author 作者:小进 <br>

* 时间:2004年20/12* <hr>

*/

package plx;

public class Parser extends GetSymbol {

GetSymbol sym;

int word;

public Parser() {

sym = new GetSymbol();

}

/**

* 语法分析开始方法

*/

public void start() {

word = sym.getNextSymbol();

if (word == programsym) {

ds();

if (word == beginsym) {

ss();

if (word == endsym) {

word = sym.getNextSymbol();

if (word != period) {

error(7);

}

} else {

error(6);

}

} else {

error(5);

}

} else {

error(0);

}

}

private void ss() {

s();

while (word == semicolon) {

s();

}

}

private void s() {

word = sym.getNextSymbol();

switch (word) {

case aident: {

word = sym.getNextSymbol();

if (word == become) {

ae();

} else {

error(8);

}

break;

}

case bident: {

word = sym.getNextSymbol();

if (word == become) {

be();

} else {

error(8);

}

break;

}

case ifsym: {

be();

if (word == thensym) {

ss();

if (word == elsesym) {

ss();

} else if (word != endsym) {

error(9);

}

word = sym.getNextSymbol();

} else {

error(10); //if then 不匹配

}

break;

}

case whilesym: {

be();

if (word == dosym) {

ss();

if (word == endsym) {

word = sym.getNextSymbol();

}else {

error(11);//end;

}

}

break;

}

case repeatsym: {

ss();

if (word == untilsym) {

be();

} else {

error(12);//repeat until不匹配

}

break;

}

case writesym: {

ae();

break;

}

}

}

private void be() {

bt();

while (word == orsym) {

bt();

word = sym.getNextSymbol();

}

}

/**

*

*/

private void bt() {

bf();

while (word == andsym) {

bf();

}

}

private void bf() {

word = sym.getNextSymbol();

switch (word) {

case bident: {

word = sym.getNextSymbol();

break;

}

case truesym: {

word = sym.getNextSymbol();

break;

}

case falsesym: {

word = sym.getNextSymbol();

break;

}

case notsym: {

bf();

break;

}

case lparen: {

be();

if (word != rparen) {

error();

}

word = sym.getNextSymbol();

break;

}

default:

re();

break;

}

}

/**

*

*/

private void re() {

if ((word == aident) || (word == number)) {

word = sym.getNextSymbol();

if ((word == equal) || (word == notEqu) || (word == leq)

|| (word == geq) || (word == gtr) || (word == lss)) {

ae();

} else {

error(14);

}

} else {

error(13);

}

}

/**

*

*/

private void ae() {

word = sym.getNextSymbol();

if (word == minus) {

System.out.println("fdsafsadf");

word = sym.getNextSymbol();

at();

while ((word == minus) || (word == plus)) {

word = sym.getNextSymbol();

at();

}

} else {

at();

while ((word == minus) || (word == plus)) {

word = sym.getNextSymbol();

at();

}

}

}

/**

*

*/

private void at() {

af();

word = sym.getNextSymbol();

while ((word == times) || (word == slash)) {

word = sym.getNextSymbol();

af();

word = sym.getNextSymbol();

}

}

private void af() {

if (word == aident) {

} else if (word == number) {

} else if (word == lparen) {

ae();

if (word != rparen) {

error(15);

}

} else {

error(16);

}

}

private void ds() {

d();

while (word == semicolon) {

d();

}

}

private void d() {

word = sym.getNextSymbol();

if (word == integersym) { //整型变量定义

word = sym.getNextSymbol();

if (word == aident) {

word = sym.getNextSymbol();

while (word == comma) {

word = sym.getNextSymbol();

if (word != aident) {

error(18);

}

word = sym.getNextSymbol();

}

} else {

error(17);

}

} else if (word == logicalsym) { //逻辑变量定义

word = sym.getNextSymbol();

if (word == bident) {

word = sym.getNextSymbol();

while (word == comma) {

word = sym.getNextSymbol();

if (word != bident) {

error(20);

}

word = sym.getNextSymbol();

}

} else {

error(19);

}

}

}

private void error() {

System.out.println("error!");

}

public static void main(String[] args) {

(new Parser()).start();

}

}

另附:PL/X语言语法

prog=”program” ds ”begin” ss ”end” ”.”.

ds=d {“;” d}.

ss=s {“s” s}.

d=”integer” aident {“,” aident}|”logical” bident {“,” bident}.

s=aident ”:=” ae | biednt “:=”be | “if” be “then” ss [“else” ss] “end”

| “while” be “do” ss “end” | “repeat” ss “until” be | “write” ae.

ae=[“-”] at {(“-” | ”+”) at}.

at=af {(“*” | ”/”) af}.

af=aident | number | “(”ae”)”.

be=bt {“or”bt}.

bt=bf (“and”bf).

bf=bident | “true” | “false” | “not” bf | “(”be”)” | re.

re=(aident | number) (“=”|”>’|”>=”|”<”|”<=”|”/=”) ae.

 
 
 
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