most citedFractal dimension for a class of complex-valued fractal interpolation functions

1 citations · 1 across the 3 of their papers we have counts for

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6 papers

math.DS20221 cited

Fractal dimension for a class of complex-valued fractal interpolation functions

Manuj Verma, Amit Priyadarshi, Saurabh Verma

There are many research papers dealing with fractal dimension of real-valued fractal functions in the recent literature. The main focus of the present paper is to study fractal dim…

cs.DB2022

WawPart: Workload-Aware Partitioning of Knowledge Graphs

Amitabh Priyadarshi, Krzysztof J. Kochut

Large-scale datasets in the form of knowledge graphs are often used in numerous domains, today. A knowledge graphs size often exceeds the capacity of a single computer system, espe…

cs.DB2022

AWAPart: Adaptive Workload-Aware Partitioning of Knowledge Graphs

Amitabh Priyadarshi, Krzysztof J. Kochut

Large-scale knowledge graphs are increasingly common in many domains. Their large sizes often exceed the limits of systems storing the graphs in a centralized data store, especiall…

math.MG2018

On the box dimension of graph of harmonic functions on the Sierpiński gasket

Abhilash Sahu, Amit Priyadarshi

In this paper, we have obtained bounds for the box dimension of graph of harmonic function on the Sierpiński gasket. Also we get upper and lower bounds for the box dimension of gra…

math.AP2018

Existence of multiple solutions of a p-Laplacian equation on the Sierpinski Gasket

Abhilash Sahu, Amit Priyadarshi

In this paper we study the following boundary value problem involving the weak p-Laplacian. \begin{equation*} \quad -M(\|u\|_{\mathcal{E}_p}^p)Δ_p u = h(x,u) \; \text{in}\; \mathca…

math.AP2018

A System of p-Laplacian Equations on the Sierpinski Gasket

Abhilash Sahu, Amit Priyadarshi

In this paper we study a system of boundary value problems involving weak p-Laplacian on the Sierpiński gasket in . Parameters are real and