most citedCharacterization of non-differentiable points in a function by Fractional derivative of Jumarrie type

4 citations · 5 across the 5 of their papers we have counts for

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5 papers

math.AP2017

D Alemberts solution of fractional wave equations using complex fractional transformation

Uttam Ghosh, Md Ramjan Ali, Santanu Raut +2

Fractional wave equation arises in different type of physical problems such as the vibrating strings, propagation of electro-magnetic waves, and for many other systems. The exact a…

math.AP2017

The new expansion method to solve Fractional KdV-Equations

Uttam Ghosh, Susmita Sarkar, Shantanu Das

Fractional calculus of variation plays an important role to formulate the non-conservative physical problems. In this paper we use semi-inverse method and fractional variational pr…

physics.med-ph2017

Characterization of Left Ventricular Hypertrophy via Fractional Derivatives

Srijan Sengupta, Uttam Ghosh, Susmita Sarkar +1

In this paper, we have used the concepts of the fractional derivative of rough curves to characterize ECG of LVH patients and compared the results with normal ECGs. In mathematical…

q-bio.OT20171 cited

Application of Fractional Derivatives in Characterization of ECG graphs of Right Ventricular Hypertrophy Patients

Srijan Sengupta, Uttam Ghosh, Susmita Sarkar +1

There are many functions which are continuous everywhere but non-differentiable at some or all points such functions are termed as unreachable functions. Graphs representing such u…

math.CA20154 cited

Characterization of non-differentiable points in a function by Fractional derivative of Jumarrie type

Uttam Ghosh, Srijan Sengupta, Susmita Sarkar +1

There are many functions which are continuous everywhere but not differentiable at some points, like in physical systems of ECG, EEG plots, and cracks pattern and for several other…