Recognizing Handwritten Mathematical Expressions as LaTex Sequences Using a Multiscale Robust Neural Network

02/26/2020
by   Hongyu Wang, et al.
0

In this paper, a robust multiscale neural network is proposed to recognize handwritten mathematical expressions and output LaTeX sequences, which can effectively and correctly focus on where each step of output should be concerned and has a positive effect on analyzing the two-dimensional structure of handwritten mathematical expressions and identifying different mathematical symbols in a long expression. With the addition of visualization, the model's recognition process is shown in detail. In addition, our model achieved 49.459 and 46.062 present model results suggest that the state-of-the-art model has better robustness, fewer errors, and higher accuracy.

READ FULL TEXT
research
08/10/2023

Recognizing Handwritten Mathematical Expressions of Vertical Addition and Subtraction

Handwritten Mathematical Expression Recognition (HMER) is a challenging ...
research
09/18/2014

A Bayesian model for recognizing handwritten mathematical expressions

Recognizing handwritten mathematics is a challenging classification prob...
research
08/11/2021

A Transformer-based Math Language Model for Handwritten Math Expression Recognition

Handwritten mathematical expressions (HMEs) contain ambiguities in their...
research
05/13/2021

Learning symbol relation tree for online mathematical expression recognition

This paper proposes a method for recognizing online handwritten mathemat...
research
05/16/2019

Stroke extraction for offline handwritten mathematical expression recognition

Offline handwritten mathematical expression recognition is often conside...
research
06/20/2013

Determining Points on Handwritten Mathematical Symbols

In a variety of applications, such as handwritten mathematics and diagra...

Please sign up or login with your details

Forgot password? Click here to reset