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Lambert series
Limiting Values and Functional and Difference Equations †
Overpartitions and Functions from Multiplicative Number Theory
Generating Special Arithmetic Functions by Lambert Series Factorizations
Rapidly Converging Formulae for $\Zeta (4K\Pm 1) $
On Generalizations of Lamberts Series
Extended Higher Herglotz Functions I. Functional Equations 2
Exact Formulas for the Generalized Sum-Of-Divisors Functions)
Lambert Series and Ramanujan
Möbius Inversion from the Point of View of Arithmetical Semigroup Flows
Factorization Theorems for Hadamard Products and Higher-Order
Transformation of Some Lambert Series and Cotangent Sums
The Handbook of Mathematical Functions
Arxiv:1602.01085V1 [Math.NT] 2 Feb 2016 12 Li (1.2) Function Rithm at Ih0 with (1.1) Series
Generalized Lambert Series and Arithmetic Nature of Odd Zeta Values
A85 Integers 20 (2020) Combinatorial Sums and Identities Involving Generalized Sum-Of-Divisors Functions with Bounded Divisors
Two Lambert Series Identities 3
On the Theory of Zeta-Functions and L-Functions
Arxiv:Math/0008068V2 [Math.NT] 7 Jan 2001 Oml O Eemnns Cu Ucin,Mlil Basic Multiple Functions, Schur Determinants, for Formula N MDA904–99–1–0003 and Sums
Top View
JMM 2016 Student Poster Session Abstract Book
Combinatorial Sums and Identities Involving Generalized Sum-Of
Ramanujan's Formula for the Riemann Zeta Function Extended to L-Functions Katherine J
Ten Problems in Experimental Mathematics
Generating Special Arithmetic Functions by Lambert Series Factorizations
Multiplicative Number-Theoretic Functions
Identities and Relations Related to the Numbers of Special Words Derived from Special Series with Dirichlet Convolution
A STUDY of SOME LAMBERT SERIES October, 2016
Some Elementary Identities for Q-Series and the Gener- Ating Functions of the (M; K)-Capsids and (M; R1; R2)- Capsids
M¨Obius Inversion Formulas for Flows of Arithmetic
A Signed Dirichlet Product of Arithmetical Functions
Arxiv:1709.00022V3 [Math.NT] 14 Feb 2018 Transcendence
Biases in Prime Factorizations and Liouville Functions for Arithmetic Progressions Tome 31, No 1 (2019), P
A Catalog of Interesting and Useful Lambert Series Identities
Iterated Elliptic and Hypergeometric Integrals for Feynman Diagrams
Elliptic Functions and Lambert Series in the Summation of Reciprocals in Certain Recurrence-Generated Sequences
Elementary Proof of the Transformation Formula for Lambert Series Involving Generalized Dedekind Sums
Divisor Function 1 Divisor Function
Factorization Theorems for Generalized Lambert Series and Applications