MSLB. Subrahmanyam

Work place: JNTU Kakinada, Kakinada, 533001, India

E-mail: subrahmanyam_mtech@rediffmail.com

Website:

Research Interests: Algorithmic Information Theory, Algorithmic Complexity Theory, Analysis of Algorithms, Algorithmic Efficiency, Computer systems and computational processes

Biography

MSLB Subrahmanyam is working as a Head-imaging and algorithm practices at Srikari Impetus solutions pvt Ltd. He is a Research Scholar under Dr.V.Vijaya Kumar Director -Centre for Advanced Computational Research (CACR) and Dr B. Eswara Reddy professor of CSE Dept and principal of JNTU-A college of Engineering, Kalikiri,India from JNTU Kakinada. He received MTech(CS) from JNTU Hyderabad and MSc(Maths) from Osmania university, Hyderabad.

Author Articles
A Robust Zonal Fractal Dimension Method for the Recognition of Handwritten Telugu Digits

By MSLB. Subrahmanyam V.Vijaya Kumar B. Eswara Reddy

DOI: https://doi.org/10.5815/ijigsp.2018.09.06, Pub. Date: 8 Sep. 2018

Recognition of handwritten digits is most challenging sub task of character recognition due to various shapes, sizes, large variation in writing styles from person to person and also similarity in shapes of different digits. This paper presents a robust Telugu language handwritten digit recognition system. The Telugu language is most popular and one of classical languages of India. This language is spoken by more than 80 million people. The proposed method initially performs preprocessing on input digit pattern for removing noise, slat correction, size normalization and thinning. This paper divides the preprocessed Telugu handwritten digits into four differential zones of 2x2, 3x3, 4x4 and 6x6 pixels and extracts 65 features using Fractal dimension (FD) from each zone. The proposed zonal fractal dimension (ZFD) method uses, Feed forward backward propagation neural network (FFBPNN) for classifying the digits with learning rate of 0.01 and sigmoid function as an activation function on extracted 65 features. This paper evaluated the efficiency of the proposed method based on 5000 Telugu handwritten digit samples, each consists of ten digits from different groups of people and totally 50,000 samples. The performance of classification of the proposed method also evaluated using statistical parameters like recall, precision, F-measure and accuracy.

[...] Read more.
A New Algorithm for Skew Detection of Telugu Language Document based on Principle-axis Farthest Pairs Quadrilateral (PFPQ)

By MSLB. Subrahmanyam V.Vijaya Kumar B. Eswara Reddy

DOI: https://doi.org/10.5815/ijigsp.2018.03.06, Pub. Date: 8 Mar. 2018

Skew detection and correction is one of the major preprocessing steps in the document analysis and understanding. In this paper we are proposing a new method called “Principle-axis farthest pairs Quadrilateral (PFPQ)”  mainly for detecting skew in the Telugu language document and also in other Indian languages. One of the popular and classical languages of India is Telugu language. The Telugu language is spoken by more than 80 million people. The Telugu language consists of simple and complex characters attached with some extra marks known as “maatras” and “vatthulu”. This makes the process of skewing of Telugu document is more complex when compared to other languages. The PFPQ, initially performs pre-processing and divides the text in to connected components and estimates principle axis furthest pair quadrilateral then removes the small and large portions of quadrilaterals of connected components. Then by using painting and directional smearing algorithms the PFPQ estimates the skew angle and performs the de-skew. We tested extensively the proposed algorithm with five different kinds of documents collected from various categories i.e., Newspapers, Magazines, Textbooks, handwritten documents, Social media and documents of other Indian languages. The images of these documents also contain complex categories like scientific formulas, statistical tables, trigonometric functions, images, etc. and encouraging results are obtained. 

[...] Read more.
Other Articles