Scheme+ for Guile by Damien Mattei
-
Updated
Sep 16, 2024 - HTML
Scheme+ for Guile by Damien Mattei
Scheme+ for Racket by Damien Mattei
Generic calculator with order of precedence.
A Clojure library for expressing LISP expressions as infix rather than prefix notation
An application to convert expression notations
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.
Infix notation to S-expression (Polish notation) translator for Common Lisp
Leitor, solucionador e conversor de expressões numéricas em forma infixa ou posfixa em C++
Infix to postfix notation converter and postfix evaluation
Math expression evaluator
Infix Expression Operations | Collaborated on this Project with @Jay9874
Simple Client-Server calculator, written in Java.
Data Structures: Arrays, Stacks, Queues, Graphs applications in image processing, tag parsing and routes/maps respectively.
This is a simple program that converts infix expressions to postfix expressions. It is written in C and uses a stack to store the operators. It is a simple program that I wrote to show how to use a stack in C.
This is a simple infix to postfix converter written in JavaScript. It is a simple project that I made to show other students how they can easily design this type of program and how they can use it to solve their problems.
In this repository you can find all of my assignments for Data Structures and Algorithms Course when I was in 3rd semester of my bachelor's at IAUSTB.
An interactive website to visualize how Infix, Prefix (Polish), and Postfix (Reverse Polish) notation are converted and evaluated.
College project from Spring 2016 where I implemented a prefix calculator taking in an infix expression in Java.
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…
Add a description, image, and links to the infix-notation topic page so that developers can more easily learn about it.
To associate your repository with the infix-notation topic, visit your repo's landing page and select "manage topics."