Invertis Journal of Renewable Energy
  • Year: 2025
  • Volume: 15
  • Issue: 1to4

Basics and Current Studies of Finsler Space

  • Author:
  • K.B. Pandey1*, Sachin Mishra2**, Shailendra Singh Rathore3***, Ashish Pratap Singh4****, Shailesh Kumar Yadav5*****
  • Total Page Count: 9
  • Published Online: May 5, 2026
  • Page Number: 55 to 63

1Department of Mathematics, Kamla Nehru Institute of Physical and Social Sciences, Sultanpur–228118, Uttar Pradesh, India

2Department of Applied Sciences and Humanities, Invertis University, Bareilly–243123, Uttar Pradesh, India

3Department of Applied Sciences and Humanities, Invertis University, Bareilly–243123, Uttar Pradesh, India

4Department of Mathematics, Kamla Nehru Institute of Physical and Social Sciences, Sultanpur–228118, Uttar Pradesh, India

5Department of Mathematics, Kamla Nehru Institute of Physical and Social Sciences, Sultanpur–228118, Uttar Pradesh, India

*Corresponding author email id: kunjbiharipandey05@gmail.com

**Corresponding author email id: sachinmishra427@gmail.com

***Corresponding author email id: ssrathore.iu@gmail.com

****Corresponding author email id: ashishsingh1671@gmail.com

*****Corresponding author email id: shaileshkumaryadav4080@gmail.com

Online Published on 05 May, 2026.

Abstract

The evolution of Finsler geometry has taken place over multiple phases, each contributing to its theoretical and applied aspects. This study aims to explore the fundamental principles and definitions that form the basis of Finsler geometry. Additionally, we will examine contemporary research that builds upon these concepts, highlighting recent advancements and their connections to this field.

Keywords

Finsler geometry, Finsler space, Special spaces of Finsler space