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Showing posts from January, 2022

On Computations of THPD Matrices

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S. V. S. Girija1, A. V. Dattatreya Rao2 and V. J. Devaraaj3, Hindu College, India, Acharya Nagarjuna University, India and A. G. K. College of Engineering, India ABSTRACT Toeplitz Hermitian Positive Definite (THPD) matrices play an important role in signal processing and computer graphics and circular models, related to angular / periodic data, have vide applications in various walks of life. Visualizing a circular model through THPD matrix the required computations on THPD matrices using single bordering and double bordering are discussed. It can be seen that every tridiagonal THPD leads to Cardioid model. Original Source URL: https://airccse.com/mathsj/papers/1314mathsj06.pdf https://airccse.com/mathsj/vol1.html

Call for Papers! March Issue!

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Applied Mathematics and Sciences: An International Journal (MathSJ ) ISSN : 2349 - 6223 http://airccse.com/mathsj/index.html Submission Deadline : January 22, 2022 Here's where you can reach us : mathsj@airccse.com Submission System: https://airccse.com/submission/home.html

Simulation of the Movement Behavior of Leopardus Guigna using Random Walkers

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 Current Issue December 2021, Volume 8, Number 2/3/4 Simulation of the Movement Behavior of Leopardus Guigna using Random Walkers A. Torres-Hernandez1, Byron C. Guzman Marin2, Melanie Kaiser2 and Julio C. Hernandez-Hernandez3, 1UNAM, Mexico, 2Foundation for Wild Cat Coordination, Santiago, Chile, 3Pronatura Veracruz A. C., Mexico Abstract Scarcity of information regarding the natural history of Leopardus guigna, an endangered felid native to Chile and western Argentina, hampers the successful implementation of conservation strategies. Very little is known about the movement behavior of L. guigna and home range estimates rest on less than a handful of radiotracking studies. Due to the difficulties inherent in any study requiring the live capture of protected species, we suggest a mathematical approach to the modeling of territories occupied by individual guignas. Our approach is based on the hypothesis that L. guigna maintains a sedentary behavior in a specific area of a given terri...

Applied Mathematics and Sciences: An International Journal (MathSJ )

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ISSN : 2349 - 6223 http://airccse.com/mathsj/index.html Submission Deadline : January 22, 2022 Here's where you can reach us : mathsj@airccse.com Submission System: https://airccse.com/submission/home.html

Call for Research Papers! March 2022 Issue!

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Applied Mathematics and Sciences: An International Journal (MathSJ ) ISSN : 2349 - 6223 http://airccse.com/mathsj/index.html Submission Deadline : January 08, 2022 Here's where you can reach us : mathsj@airccse.com Submission System: https://airccse.com/submission/home.html

Table of Contents - December 2021, Volume 8, Number 2/3/4

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Applied Mathematics and Sciences: An International Journal (MathSJ) ISSN : 2349 - 6223 http://airccse.com/mathsj/index.html Current Issue: December 2021, Volume 8, Number 2/3/4 Simulation of the Movement Behavior of Leopardus Guigna using Random Walkers A.Torres-Hernandez1, Byron C. Guzman Marin2, Melanie Kaiser2 and Julio C. Hernandez-Hernandez3, 1UNAM, Mexico, 2Foundation for Wild Cat Coordination, Santiago, Chile, 3Pronatura Veracruz A. C., Mexico https://airccse.com/mathsj/vol8.html