<abstract xmlns="http://www.w3.org/1999/xhtml"><p> By applying wrapping (Dattatreya Rao et al (2007)), offsetting (Girija et al (2013 and Radhika et al (2013)) and stereographic projection (Phani et al (2012)) have constructed circular models. Further the circular models based on the Rising Sun function are motivated by purely mathematical considerations as a smoothing function and possible application. This work takes a further step in this direction using several mathematical tools such as Real Analysis along with MATLAB and are applied to enlarge the horizon of Mathematical Statistics. Here an attempt is made to construct new circular models using the Rising Sun function and also the circular rising sun lemma is proposed</p></abstract>

By applying wrapping (Dattatreya Rao et al (2007)), offsetting (Girija et al (2013 and Radhika et al (2013)) and stereographic projection (Phani et al (2012)) have constructed circular models. Further the circular models based on the Rising Sun function are motivated by purely mathematical considerations as a smoothing function and possible application. This work takes a further step in this direction using several mathematical tools such as Real Analysis along with MATLAB and are applied to enlarge the horizon of Mathematical Statistics. Here an attempt is made to construct new circular models using the Rising Sun function and also the circular rising sun lemma is proposed

On rising Sun von mises and rising Sun wrapped cauchy circular models

Assistant Professor of Mathematics, University College of Engineering and Technology, Acharya Nagarjuna University, Guntur, India

Associate Professor of Mathematics, Hindu College, Guntur, India

Professor of Statistics, Acharya Nagarjuna University, Guntur, India.

Journal of Applied Mathematics, Statistics and Informatics

{"article-title":"On rising Sun von mises and rising Sun wrapped cauchy circular models"}

By applying wrapping (Dattatreya Rao et al (2007)), offsetting (Girija et al (2013 and Radhika et al (2013)) and stereographic projection (Phani et al (2012))...

On rising Sun von mises and rising Sun wrapped cauchy circular models

Online veröffentlicht: 07. März 2014

Seitenbereich: 41 - 55

DOI: https://doi.org/10.2478/jamsi-2013-0011

Schlüsselwörter
Circular model, trigonometric moments, Rising Sun function, characteristic function, von Mises and Wrapped Cauchy circular models

This content is open access.

On rising Sun von mises and rising Sun wrapped cauchy circular models

Online veröffentlicht: 07. März 2014

Seitenbereich: 41 - 55

DOI: https://doi.org/10.2478/jamsi-2013-0011

SchlüsselwörterCircular model, trigonometric moments, Rising Sun function, characteristic function, von Mises and Wrapped Cauchy circular models

This content is open access.

Schlüsselwörter
Circular model, trigonometric moments, Rising Sun function, characteristic function, von Mises and Wrapped Cauchy circular models