The theory of harmonic-based functions is discussed here within the framework of umbral operational methods. We derive a number of results based on elementary notions relying on the properties of Gaussian integrals
AbstractTwo new subclasses of harmonic univalent functions defined by convolution are introduced. Th...
AbstractTextRecently, R. Dere and Y. Simsek have studied applications of umbral algebra to generatin...
We introduce classes of Ramanujan-like series for $\frac{1}{\pi}$, by devising methods for evaluatin...
AbstractWe use methods of umbral calculus and algebraic nature to make some progress in the theory o...
In this paper, we introduce higher-order harmonic numbers and derive their relevant properties and g...
The theory of harmonic-based functions is discussed here within the framework of umbral operational ...
The use of non-standard calculus means have been proven to be extremely powerful for studying old an...
In this note we review the theory of Gaussian functions by exploiting a point of view based on symbo...
We derive integrals of combination of Gauss and Bessel functions, by the use of umbral techniques. W...
The formalism of differ-integral calculus, initially developed to treat differential operators of fr...
In this paper, we show that the use of methods of an operational nature, such as umbral calculus, al...
We employ an umbral formalism to reformulate the theory of Hermite polynomials and the derivation of...
AbstractThe classical hypergeometric summation theorems are exploited to derive several striking ide...
The master’s thesis discusses harmonic numbers These prove to be very useful in the field of number t...
AbstractTextA class of hyperelliptic integrals are expressed through hypergeometric functions, like ...
AbstractTwo new subclasses of harmonic univalent functions defined by convolution are introduced. Th...
AbstractTextRecently, R. Dere and Y. Simsek have studied applications of umbral algebra to generatin...
We introduce classes of Ramanujan-like series for $\frac{1}{\pi}$, by devising methods for evaluatin...
AbstractWe use methods of umbral calculus and algebraic nature to make some progress in the theory o...
In this paper, we introduce higher-order harmonic numbers and derive their relevant properties and g...
The theory of harmonic-based functions is discussed here within the framework of umbral operational ...
The use of non-standard calculus means have been proven to be extremely powerful for studying old an...
In this note we review the theory of Gaussian functions by exploiting a point of view based on symbo...
We derive integrals of combination of Gauss and Bessel functions, by the use of umbral techniques. W...
The formalism of differ-integral calculus, initially developed to treat differential operators of fr...
In this paper, we show that the use of methods of an operational nature, such as umbral calculus, al...
We employ an umbral formalism to reformulate the theory of Hermite polynomials and the derivation of...
AbstractThe classical hypergeometric summation theorems are exploited to derive several striking ide...
The master’s thesis discusses harmonic numbers These prove to be very useful in the field of number t...
AbstractTextA class of hyperelliptic integrals are expressed through hypergeometric functions, like ...
AbstractTwo new subclasses of harmonic univalent functions defined by convolution are introduced. Th...
AbstractTextRecently, R. Dere and Y. Simsek have studied applications of umbral algebra to generatin...
We introduce classes of Ramanujan-like series for $\frac{1}{\pi}$, by devising methods for evaluatin...
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