Add to ORKGEnsino Médio::MatemáticaMany famous sequences occur as the coefficients of a series for an exponential function, which is called the exponential generating function of the sequenc
AbstractWe derive two generating functions and an explicit formula for the polynomials {Hn(x)} studi...
The purpose of this paper is to clarify the problems of exponents by introducing notation not custom...
We present combinatorial and analytical results concerning a Sheffer sequence with an exponential ge...
This educational object allows the study of exponential functions and its graphic representationsNot...
Thesis. 1977. Ph.D.--Massachusetts Institute of Technology. Dept. of Mathematics.MICROFICHE COPY AVA...
One of the most fundamental results in calculus was the discovery of the mathematical constant e = 2...
Let $a_{0}, $ $a_{1)}a_{n}, $ $\cdots $ be a sequence of numbers. Then the (ordinary) generating fun...
Calculates the MacLaurin series for the exponential function. Also discusses the MacLaurin series fo...
Exponetial functions, derivativesThe transcendental number e has many interesting properties. By gra...
AbstractUsing the exponential generating function and the Bell polynomials, we obtain several new id...
Abstract. Generating functions have useful applications in many fields of study. In this paper, the ...
AbstractIn this paper, we study formal power series with exponents in a category. For example, the g...
AbstractA q-analog of functional composition for Eulerian generating functions is introduced and app...
AbstractIt is common to represent a sequence a=(a0, a1, …) of complex numbers with a generating func...
AbstractThere are two q-analogues for the exponential function, and each of them appears naturally a...
AbstractWe derive two generating functions and an explicit formula for the polynomials {Hn(x)} studi...
The purpose of this paper is to clarify the problems of exponents by introducing notation not custom...
We present combinatorial and analytical results concerning a Sheffer sequence with an exponential ge...
This educational object allows the study of exponential functions and its graphic representationsNot...
Thesis. 1977. Ph.D.--Massachusetts Institute of Technology. Dept. of Mathematics.MICROFICHE COPY AVA...
One of the most fundamental results in calculus was the discovery of the mathematical constant e = 2...
Let $a_{0}, $ $a_{1)}a_{n}, $ $\cdots $ be a sequence of numbers. Then the (ordinary) generating fun...
Calculates the MacLaurin series for the exponential function. Also discusses the MacLaurin series fo...
Exponetial functions, derivativesThe transcendental number e has many interesting properties. By gra...
AbstractUsing the exponential generating function and the Bell polynomials, we obtain several new id...
Abstract. Generating functions have useful applications in many fields of study. In this paper, the ...
AbstractIn this paper, we study formal power series with exponents in a category. For example, the g...
AbstractA q-analog of functional composition for Eulerian generating functions is introduced and app...
AbstractIt is common to represent a sequence a=(a0, a1, …) of complex numbers with a generating func...
AbstractThere are two q-analogues for the exponential function, and each of them appears naturally a...
AbstractWe derive two generating functions and an explicit formula for the polynomials {Hn(x)} studi...
The purpose of this paper is to clarify the problems of exponents by introducing notation not custom...
We present combinatorial and analytical results concerning a Sheffer sequence with an exponential ge...