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Vector Informatik
open-in-new
<p>Vector Informatik develops software tools and components for networking of electronic systems based on the serial bus systems <a href="/facts/Controller%25E2%2580%2593area_network/EGxoS88W">CAN</a>, <a href="/facts/Local_Interconnect_Network/7EgQVSCR">LIN</a>, <a href="/facts/FlexRay/rQtVC5J5">FlexRay</a>, <a href="/facts/Media_Oriented_Systems_Transport/yj0dy4mo">MOST</a>, <a href="/facts/Ethernet/nMfhU8tU">Ethernet</a>, <a href="/facts/AFDX/CakQ8jXA">AFDX</a>, <a href="/facts/ARINC_429/RQIJHeWN">ARINC 429</a>, and <a href="/facts/J1708/vxo0hA1k">SAE J1708</a> as well as on CAN-based protocols such as <a href="/facts/J1939/p04NqYhk">SAE J1939</a>, <a href="/facts/J1587/B4hKXcGb">SAE J1587</a>, <a href="/facts/ISO_11783/WmloQvl1">ISO 11783</a>, <a href="/facts/NMEA_2000/rYP6berF">NMEA 2000</a>, <a href="/facts/ARINC/WkeKAhG8">ARINC</a>, <a href="/facts/CANaerospace/zTVsKWE3">CANaerospace</a>, <a href="/facts/CANopen/YmlYNIgm">CANopen</a> and more. The headquarters of the company Vector Informatik GmbH is in Stuttgart, Germany. Subsidiaries include <a href="/facts/Braunschweig/qv0TQYzz">Braunschweig</a>, <a href="/facts/Munich/Pr6zw2ev">Munich</a>, <a href="/facts/Hamburg/kmAAsYtT">Hamburg</a>, <a href="/facts/Regensburg/tJfVJLVC">Regensburg</a> along with international subsidiaries in <a href="/facts/Brazil/QHkG46GL">Brazil</a>, <a href="/facts/China/lTjIXY5p">China</a>, <a href="/facts/France/CxIeIKM3">France</a>, <a href="/facts/Italy/tUf0PDYF">Italy</a>, <a href="/facts/England/U9mE5bGL">England</a>, <a href="/facts/India/1kKHcnxM">India</a>, <a href="/facts/Japan/U5mz0SRT">Japan</a>, <a href="/facts/South_Korea/pCobAaVw">South Korea</a>, <a href="/facts/Austria/4qWIMIyc">Austria</a>, <a href="/facts/Sweden/u3qC7lyj">Sweden</a>, and the <a href="/facts/United_States/P0sCdLe5">USA</a>. Vector Informatik also includes Vector Consulting Services GmbH, a consultation firm specializing in optimization of technical product development. Altogether, these companies are referred to as the Vector Group. </p>