Formal power series
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- A Primer on Zeta Functions and Decomposition Spaces
- Chapter 10: Power Series
- 7. Formal Power Series
- A Topological Calculus for Formal Power Series
- On Combinatorial Zeta Functions
- 7.2 EXAMPLES: POLYNOMIAL RINGS, MATRIX RINGS and GROUP RINGS Definition
- KAM THEORY Arxiv:1810.09423V1 [Math.DS] 22 Oct 2018
- 3. Formal Power Series Are Just Sequences of Complex Numbers, with Operations of Addition and Multipllication Defined in the Following Way
- Dirichlet Series and Arithmetic Functions
- Support of Laurent Series Algebraic Over the Field of Formal Power Series
- Algebraic Number Theory
- On Transformations of Formal Power Series
- A Factorization for Formal Laurent Series and Lattice Path Enumeration
- Power Series Over the Group Ring of a Free Group and Applications to Novikov-Shubin Invariants
- Factoring Polynomials in the Ring of Formal Power Series Over Z
- Zeta Functions in Algebraic Geometry Mircea Mustat˘A
- Formal Power Series of Logarithmic Type
- On Some Subring of Formal Power Series∗