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Periodic sequence
Almost Periodic Sequences and Functions with Given Values
Discrete Signals and Their Frequency Analysis
Arxiv:1904.09040V2 [Math.NT]
Construction of Almost Periodic Sequences with Given Properties
Florentin Smarandache
Complexity of Periodic Sequences
Finite Automata and Arithmetic
On the Periodic Hurwitz Zeta-Function. a Javtokas, a Laurinčikas
2. Infinite Series
ON PARTITIONS and PERIODIC SEQUENCES Introduction
Properties of Periodic Fibonacci-Like Sequences
On Rational and Periodic Power Series and on Sequential and Polycyclic Error-Correcting Codes
Mean Square of the Hurwitz Zeta-Function and Other Remarks R Balasubramanian, K Ramachandra
Signals and Systems Lecture 5: Discrete Fourier Series
Lacunary Formal Power Series and the Stern-Brocot Sequence
Joint Universality of Periodic Zeta-Functions with Multiplicative Coefficients. II
Recurrence Sequences Mathematical Surveys and Monographs Volume 104
Constructions of Almost Periodic Sequences and Functions and Homogeneous Linear Difference and Differential Systems
Top View
The Relation Between Infinite Series and Improper Integrals by Kermlt
On Mixed Joint Discrete Universality for a Class of Zeta
Rationals, Periodicity and Chaos: a Pythagorean View and a Co ]Ecture Into Socio-Spatial Dynamics
Arxiv:1511.00209V1 [Math.DS] 1 Nov 2015
Asymptotics and Sequential Closures of Continued Fractions and Generalizations
Recursively Generated Periodic Sequences
Arxiv:1209.2371V3 [Math.NT] 26 Sep 2015 Eut Bandi Hsdrcin H Uhr N[]Sae N Pro Ex and 1.1
Periodicity of the Last Digits of Some Combinatorial Sequences1
Linear Complexity of Periodic Sequences: a General Theory
Dynamics and Decimal Expansion Representation of Real Numbers
Arxiv:1809.10920V1 [Math.NT]
Summability Calculus
Discrete-Time Signals and Systems
Automaticity of the Sequence of the Last Nonzero Digits of $ N! $ in a Fixed Base
ALMOST PERIODIC MOVEMENTS in UNIFORM SPACES by Gary Hosier
Topics in Generating Functions
On Mixed Joint Discrete Universality for a Class of Zeta-Functions
6. Counting Periodic Points
Generalized Analytic Continuation
MATH 2300-004 QUIZ 6 Name: 1. What Is a Sequence? What Does It
Discrete Fourier Transform (DFT)
Lower Bounds on Error Complexity Measures for Periodic LFSR and FCSR Sequences∗
MATH 2300-016 QUIZ 7 Name: 1. What Is a Sequence? What Does It
Notes for Junior Seminar
ITERATED EXPONENTS in NUMBER THEORY Introduction
Note on Limit-Periodic Solutions of the Difference Equation Xt+1 − [H(Xt) + Λ]Xt = Rt, Λ > 1
PERIODIC SEQUENCES of NUMBERS in GENERALIZED ARITHMETIC and GEOMETRIC ALTERNATE PROGRESSIONS Julius Fergy T
Notes on Continued Fractions and Recurrence Sequences A
YEAR 13 – MATHEMATICS (Week 5) Subject Mathematics Class/ Section
Convergence and Divergence Testing Theory and Applications By
Sampling in Frequency
The Factoradic Integers
Students' Understanding of Sequence and Series As Applied in Electrical
Frequency Analysis of Signals and Systems