Zetron
Zetron is a manufacturer of the mission-critical integrated communications systems founded in 1980. It is one of three subsidiary companies of JVC Kenwood of Yokohama, Japan.[1] It offers communications solutions for use by Emergency and Public Safety Agencies (Fire, Ambulance and Police), Utilities and Transportation Companies.
![](../I/m/Zetron_STO_Photo_2017_v1.jpg)
Zetron - Fire Station Alerting
Products
- Radio Dispatch Systems
- E-9-1-1 Call Taking Systems
- Fire station alerting and Dispatch Systems
- CAD and GIS Mapping System - Computer-aided Dispatch (CAD) & Geographic Information System (GIS) Systems
- Specialized integrated communications
History
- 1980: Zetron is founded.
- 1981: Introduces paging products for volunteer fire departments (CE-1000).
- 1990: Opens European office.
- 2001: The Advanced Communication System (Acom) is introduced, expanding to large-scaled dispatch center capability.
- 2004: IP-based interface is delivered between Acom and M/A-Com's OpenSky.
- 2008: New IP-based Fire Station Alerting system begins shipping.
- 2013: Introduces DMR-based solution.
- 2015: Announced New video surveillance and security solution.
- 2017: Established the strategic partnership with Harris Corporation company for emergency dispatch console system [2]
Notes
- "Kenwood to acquire Zetron". urgentcomm.com.
- "Harris, Zetron announce strategic partnership". urgentcomm.com.
gollark: All other Macron Macroners are FAKE MACRONERS.
gollark: I am the one true herald of Macron, actually?
gollark: Since x86 assembly is the logic.
gollark: No, it's x86 assembly to NAND gates.
gollark: The category of Macrons is equivalent to the homotopy category of the category with weak equivalences PSh(C)PSh(C) with the weak equivalences given by W=W = local isomorphisms. The converse is also true: for every left exact functor L:PSh(S)→PSh(S)L : PSh(S) \to PSh(S) (preserving finite limits) which is left adjoint to the inclusion of its image, there is a Grothendieck topology on SS such that the image of LL is the category of Macrons on SS with respect to that topology.
External links
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