Structural Isomprphism in Mathematical Expressions: A Simple Coding Scheme

05/29/2018
by   Reza Shahbazi, et al.
0

While there exist many methods in machine learning for comparison of letter string data, most are better equipped to handle strings that represent natural language, and their performance will not hold up when presented with strings that correspond to mathematical expressions. Based on the graphical representation of the expression tree, here I propose a simple method for encoding such expressions that is only sensitive to their structural properties, and invariant to the specifics which can vary between two seemingly different, but semantically similar mathematical expressions.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
02/15/2023

Tree-Based Representation and Generation of Natural and Mathematical Language

Mathematical language in scientific communications and educational scena...
research
08/16/2019

A New Deterministic Technique for Symbolic Regression

This paper describes a new method for Symbolic Regression that allows to...
research
08/24/2021

Another simple reformulation of the four color theorem

We give a simple reformulation of the four color theorem as a problem on...
research
01/28/2020

Simplifying Casts and Coercions

This paper introduces norm_cast, a toolbox of tactics for the Lean proof...
research
08/15/2023

The Regular Expression Inference Challenge

We propose regular expression inference (REI) as a challenge for code/la...
research
09/17/2023

Generalized Gain and Impedance Expressions for Single-Transistor Amplifiers

This expository manuscript presents generalized expressions for the low-...
research
01/31/2019

Riconoscimento ortografico per apostrofo ed espressioni polirematiche

The work presents two algorithms of manipulation and comparison between ...

Please sign up or login with your details

Forgot password? Click here to reset