An implementation of a Deque data structure to convert between common mathematical notations for arithmetic, namely postfix, infix, and prefix notations.
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Updated
Nov 23, 2021 - C++
An implementation of a Deque data structure to convert between common mathematical notations for arithmetic, namely postfix, infix, and prefix notations.
Turns infix notation into postfix notation.
This repository contains the code that is made form two different algorithms. First one is to convert Infix to Postfix and the second one is used to solve that Postfix expression and get a single result.
Data Structures Project: A stack based calculator program that takes an algebraic equation (infix notation) from the user, converts it to reverse polish notation (postfix) and finally prints the output to the user.
Back from the college days, an implementation of arithmetic terms and their prefix, infix & postfix traverse
Parse and solve basic equations in infix notation using C++.
Class for converting from one arithmetical notation to another. Written with TDD.
The shunting yard algorithm is used to convert the infix notation to reverse polish notation.
Implementing a parser that transforms expressions in infix notation into keystrokes for evaluation on an RPN calculator.
Convert ifix expression to postfix expression.
Leitor, solucionador e conversor de expressões numéricas em forma infixa ou posfixa em C++
Data Structures: Arrays, Stacks, Queues, Graphs applications in image processing, tag parsing and routes/maps respectively.
While we use infix expressions in our day to day lives. Computers have trouble understanding this format because they need to keep in mind rules of operator precedence and also brackets. Prefix and Postfix expressions are easier for a computer to understand and evaluate. Given two operands a and b and an operator \odot , the infix notation impli…
A simple but effective C++ math evaluator
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