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20052025
most citedDeep level emission of ZnO nanoparticles deposited inside UV opal

27 citations · 236 across the 52 of their papers we have counts for

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30 papers · 1 filter

math.GM2025

A proof of the irrationality of motivated by nested radicals with roots of

Sanjar M. Abrarov, Rehan Siddiqui, Rajinder Kumar Jagpal +1

In this work, we prove the irrationality of motivated by nested radicals with roots of of the kind and . Sample computations showing h…

math.GM2025

Application of a new iterative formula for computing and nested radicals with roots of

Sanjar M. Abrarov, Rehan Siddiqui, Rajinder Kumar Jagpal +1

In this work, we obtain an iterative formula that can be used for computing digits of and nested radicals of kind , where and $c_n = \sqrt{2…

math.GM2025

Efficient application of the Voigt functions in the Fourier transform

Sanjar M. Abrarov, Rehan Siddiqui, Rajinder K. Jagpal +1

In this work, we develop a method for rational approximation of the Fourier transform (FT) based on the real and imaginary parts of the complex error function \[ w(z) = e^{-z^2}(1…

math.GM2024★ 2 cited

A rational approximation of the two-term Machin-like formula for

Sanjar M. Abrarov, Rehan Siddiqui, Rajinder Kumar Jagpal +1

In this work, we consider the properties of the two-term Machin-like formula and develop an algorithm for computing digits of by using its rational approximation. In this appro…

math.GM2023★ 3 cited

An iterative method for computing by argument reduction of the tangent function

Sanjar M. Abrarov, Rehan Siddiqui, Rajinder Kumar Jagpal +1

In this work, we develop a new iterative method for computing the digits of by argument reduction of the tangent function. This method combines a modified version of the iterat…

math.GM2023★ 5 cited

A generalized series expansion of the arctangent function based on the enhanced midpoint integration

Sanjar M. Abrarov, Rehan Siddiqui, Rajinder K. Jagpal +1

In this work we derive a generalized series expansion of the acrtangent function by using the enhanced midpoint integration (EMI). Algorithmic implementation of the generalized ser…