Filtern
Volltext vorhanden
- ja (329)
Erscheinungsjahr
Dokumenttyp
- Preprint (283)
- Wissenschaftlicher Artikel (25)
- Postprint (16)
- Monographie/Sammelband (3)
- Dissertation (2)
Sprache
- Englisch (309)
- Deutsch (17)
- Französisch (2)
- Mehrsprachig (1)
Gehört zur Bibliographie
- nein (329) (entfernen)
Schlagworte
- random point processes (15)
- statistical mechanics (15)
- stochastic analysis (15)
- elliptic operators (9)
- boundary value problems (8)
- index (8)
- K-theory (7)
- manifolds with singularities (6)
- pseudodifferential operators (6)
- relative index (6)
Institut
- Institut für Mathematik (329) (entfernen)
Given a system of entire functions in Cn with at most countable set of common zeros, we introduce the concept of zeta-function associated with the system. Under reasonable assumptions on the system, the zeta-function is well defined for all s ∈ Zn with sufficiently large components. Using residue theory we get an integral representation for the zeta-function which allows us to construct an analytic extension of the zeta-function to an infinite cone in Cn.