A good architecture can well support the horizontal expansion of the business, and the data of each system is continuous, complete and accurate in the business as a whole. bulk sms service How to build the technical architecture of the business system? The article elaborates on this issue and shares it with you. Business systems (often referred to as To B products) generally include CRM, supply chain, logistics, etc. The architectural design of the system is very challenging. bulk sms service For user-oriented To C-type front-end products, both product managers and users have developed usage habits,
have a certain degree of understanding of functions, and have seen enough models to establish a certain product model and easily find reference objects. bulk sms service to imitate. However, business systems are often not referenced and imitated. Some business processes are different, a little different in the company's organizational structure, and your CRM and other's CRM may have no reference at all. Therefore, when building the product architecture, bulk sms service the product manager is required to understand the business very well. While testing the PM ability, it also has a great challenge to the technical architecture. First, think about what a good product (business model) is? 1.
Business systems generally need to be strengthened in three aspects Needless to say, basic services include technical foundations. Don't ignore basic bulk sms service business services, such as city services, entrance management, etc. If these standards are not implemented well in the early stage, the system will be difficult to adjust once it accumulates for several years. Business architecture and data operations will be mentioned in the following special topics, focusing on the architecture method of business systems. Two, the three elements of technical architecture 1. The bulk sms service order of the three elements must be from function to system, and finally to architecture Let’s talk about functions first. Function elements refer to a series of operation collections that can constitute a complete function,