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- T. Bag, S. K. Samanta
- 2013

In this paper we consider general t-norm in the definition of fuzzy normed linear space which is introduced by the authors in an earlier paper. It is proved that if t-norm is chosen other than " min " then decomposition theorem of a fuzzy norm into a family of crisp norms may not hold. We study some basic results on finite dimensional fuzzy normed linear… (More)

- T. Bag, S. K. Samanta
- Fuzzy Sets and Systems
- 2005

- T. Bag, S. K. Samanta
- Fuzzy Sets and Systems
- 2008

- T. Bag, S. K. Samanta
- Fuzzy Sets and Systems
- 2008

- T. Bag, S. K. Samanta
- Inf. Sci.
- 2006

- T. Bag, S. K. Samanta
- Inf. Sci.
- 2007

- T. Bag
- 2015

The main contribution in this paper is to introduce an idea of fuzzy c-distance in fuzzy cone metric space. A common fixed point theorem for contraction mapping is established in fuzzy cone metric space by using fuzzy c-distance. Lastly the theorem is justified by a suitable example.

- T Bag, S K Samanta
- 2014

In this paper, the definition of intuitionistic fuzzy normed linear space which is introduced in an earlier paper by R. Saadati et al. [15] is redefined and based on this revised definition we have studied completeness and connectedness of finite dimensional intuitionistic fuzzy normed linear spaces.

- T. BAG
- 2013

In this paper, an idea of fuzzy cone metric space is introduced. Some basic definitions viz. convergence of sequence, Cauchy sequence, closedness, completeness etc are given. Some fixed point theorems of contractive mappings on fuzzy cone metric spaces are established.

- T. BAG
- 2015

In this paper, an idea of generalized fuzzy c-distance in fuzzy cone metric space is introduced. A common fixed point theorem is established for a pair of self mappings in fuzzy cone metric spaces by using the concept of generalized fuzzy c-distance.