Work place: PAHER University, Udaipur, India
E-mail: sagar.shinde5736@gmail.com
Website:
Research Interests: Image Processing, Computer Networks, Neural Networks, Computer systems and computational processes
Biography
Sagar Shinde is currently working as an Assistant Professor in JSPM, Narhe Technical Campus, Pune. He received his B. E (E & TC) from from DYPIET, SPPU, Pune and M. E (E & TC) from North Maharashtra University, Jalgaon. He is a Research Scholar in Electronics & communication engineering at PAHER, Udaipur. His three patents have been published. One on real time gas leak detection & controlling, second on energy efficient railway tunnel & third on handwritten mathematical equations recognition. His Area of Interest is image processing and neural network.
By Sagar Shinde Ritu Khanna Rajendra Waghulade
DOI: https://doi.org/10.5815/ijigsp.2019.06.06, Pub. Date: 8 Jun. 2019
The mathematical notation is well known and used throughout the world. Humanity has evolved from simple methods to represent accounts to the current formal notation capable of modeling complex problems. In addition, mathematical equations are a universal language in the scientific world, and many resources such as science and engineering technology, medical field also not an exception containing mathematics have been created during the last decades. However, to efficiently access all that information, scientific documents must be digitized or produced directly in electronic formats.
Although most people are able to understand and produce mathematical information, introducing mathematical equations into electronic devices requires learning special notations or using editors. The proposed methodology is focused on developing a method to recognize intricate handwritten mathematical equations. For pre-processing, Gray conversion and Weiner filtering are used. Segmentation is performed using the morphological operations, which increase the efficiency of the subsequent image of equation. Finally Neural Network based template matching technique is used to recognize the image of handwritten mathematical equation.
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