Step 5 If Step 3 is false return false and stop Step 6 If the end of the

Step 5 if step 3 is false return false and stop step

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Step 5 : If Step 3 is false, return false and stop. Step 6 : If the end of the expression is reached, check if the stack is empty. Step 7 : If Step 6 is true, return true otherwise false. { kccecia, achung, lixin } @cse.ust.hk COMP2011 (Spring 2019) p.11
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Example: Balanced Parentheses #include "char-stack/char-stack.h" /* File: balanced-paren.cpp */ const char L_PAREN = '(' ; const char R_PAREN = ')' ; const char L_BRACE = '{' ; const char R_BRACE = '}' ; const char L_BRACKET = '[' ; const char R_BRACKET = ']' ; bool balanced_paren( const char * expr); int main() // To check if a string has balanced parantheses { char expr[1024]; cout << "Input an expression containing parentheses: " ; cin >> expr; cout << boolalpha << balanced_paren(expr) << endl; return 0; } /* Compile: g++ -Lchar-stack -o balanced-parenstack balanced-paren.cpp -lcharst bool check_char_stack(char_stack& a, char c) { if (a.empty()) return false; if (a.top() != c) return false; a.pop(); return true; } { kccecia, achung, lixin } @cse.ust.hk COMP2011 (Spring 2019) p.12
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Example: Balanced Parentheses .. bool balanced_paren( const char * expr) { char_stack a; for ( const char * s = expr; *s != '\0' ; ++s) switch (*s) { case L_PAREN: case L_BRACE: case L_BRACKET: a.push(*s); break ; case R_PAREN: if (!check_char_stack(a, L_PAREN)) return false; break ; case R_BRACE: if (!check_char_stack(a, L_BRACE)) return false; break ; case R_BRACKET: if (!check_char_stack(a, L_BRACKET)) return false; break ; default : break ; } return a.empty(); } { kccecia, achung, lixin } @cse.ust.hk COMP2011 (Spring 2019) p.13
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Part II Queue { kccecia, achung, lixin } @cse.ust.hk COMP2011 (Spring 2019) p.14
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Queue: How it Works Consider the case when people line up for tickets. more people: new customers join the back of a queue , one at a time. fewer people: the customer at the front buys a ticket and leaves the queue . As an ADT , insertions and removals of items on a queue are based on a first-in first-out (FIFO) policy. It supports: Data : an ordered list of data/items. Operations (major ones): front : get the value of the front item enqueue : add a new item to the back dequeue : remove an item from the front { kccecia, achung, lixin } @cse.ust.hk COMP2011 (Spring 2019) p.15
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Circular Queue of int Data — Illustration { kccecia, achung, lixin } @cse.ust.hk COMP2011 (Spring 2019) p.16
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Circular Queue of int Data — queue.h #include <iostream> /* File: int-queue.h */ #include <cstdlib> using namespace std; const int BUFFER_SIZE = 5; class int_queue // Circular queue { private : int data[BUFFER_SIZE]; // Use an array to store data int num_items; // Number of items on the queue int
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  • Method, Subroutine, Binary numeral system

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