Processrelated Problem Solving
DVSERP is a comprehensive integrated and process-related industries ERP solution for the printing and packaging industry in your company structure to form from a consistent, integrated and process-related IT interfaces DVSERP, DVS provides interfaces for special solutions: logistics UPS, delis print (DPD) financial accounting – SAP, DATEV, carat, soft-M Addison materials management – PapiNet packaging development (data from DVSPACK) in the most common CAD and graphic design programs machines JDF (ixact) DVS system software provides methods for the following processes: For the process of the safe and material-saving packaging design. For the process of a best possible benefit sharing. For the process of a reliable technical and cost-optimized production calculation for the whole administration process of quotation and order processing, materials management and production. For the process of specification and quality relevant feedback and quality regulatory data to process security and process control. For the data of the transport and packing process so as the data of the disposal and reuse Web analytics process. On the one hand is the focus on the development of packaging and on the other hand on the illustration of business processes that are individually determined by the sales order. Basis of development is the integrative consideration of technical and organisational processes.
The DVS modules offer an effective contribution to more customer proximity, flexibility, security, and cost savings. DVS system software provides businesses with complex logistical requirements in addition to the standard modules via interfaces connections to various logistics modules such as UPS and delis print (DPD). There is also a connection to all common systems of financial accounting (DATEV, carat, soft-M, SAP, Addison). Interface is available for the area of materials management a PapiNet. Data from the packaging development (DVSPACK) can in all common CAD and graphic design programs be read. A JDF connection with ixact is also realized. For more information on this approach see
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