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Delta operator
A New Formula of Q-Fubini Numbers Via Goncharov Polynomials
Arxiv:Math/0402078V1 [Math.CO] 5 Feb 2004 Towards Ψ−Extension Of
Extended Finite Operator Calculus
An Infinite Dimensional Umbral Calculus
Differential Operators and the Theory of Binomial Enumeration
28 May 2004 Umbral Calculus in Positive Characteristic
Characterization of Delta Operator for Appell Polynomials Abstract
Sheffer Sequences, Probability Distributions and Approximation
Compositional Calculus
A Series Solution for Nonlinear Differential Equations Using Delta Operators
System Identification
Extensions of Umbral Calculus Ii: Double Delta Operators, Leibniz Extensions and Hattori-Stong Theorems
A Formula for Explicit Solutions of Certain Linear Recursions on Polynomial Sequences
Commentationes Mathematicae Universitatis Carolinae
Polynomial Rings in Which Delta Operators Are Derivations
Generalized Powers of Substitution with Pre-Function Operators
[Math.CO] 9 Feb 1995
An Introduction to Finite Fibonomial Calculus
Top View
{Wn(T)}∞ N=0 of Polynomials Is Said to Be of Binomial Type (See [10])
Rota's Umbral Calculus and Recursions
Discrete Q–Derivatives and Symmetries of Q–Difference Equations
Generalized Sheffer Sequences Satisfying Piecewise
Effect of Delta Operator on Transcendental Functions
All Polynomials of Binomial Type Are Represented by Abel Polynomials
Generalized Goncarov Polynomials
Sequential Representation of Delta Operator in Finite Operator Calculus
Dual Space from Wikipedia, the Free Encyclopedia Contents
Sheffer Polynomials and Their Delta Operators Abstract
Umbral Calculus, Discretization, and Quantum Mechanics on a Lattice
Extensions of Umbral Calculus II: Double Delta Operators, Leibniz Extensions and Hattori-Stong Theorems Tome 51, No 2 (2001), P
Finite Operator Calculus with Applications to Linear Recursions