IBM Planning Analytics: Design and Develop Models in Planning Analytics Workspace (V2.0.x)

IBM Planning Analytics: Design and Develop Models in Planning Analytics Workspace (V2.0.x)

Översikt

Data Modelers

  • Overview of IBM Planning Analytics
  • Create dimensions
  • Load and maintain data
  • Add business rules
  • Optimize rule performance
  • Transfer data into your model
  • Customize drill paths
  • Use rules for advanced modeling
  • Convert currencies
  • Model for different fiscal requirements
  • Knowledge of your business requirements
  • IBM Planning Analytics: Analyze Data and Create Reports (V2.0.x)

Overview of IBM Planning Analytics • Modeling in IBM Planning Analytics: overview • IBM Planning Analytics: data tier • In-memory data storage • Calculating versus caching data • Important files in TM1 Create dimensions • What is a dimension? • What are weights? • Time dimensions • Member attributes • Hierarchies Load and maintain data • What is TurboIntegrator? • Defining data sources and process parameters in TurboIntegrator • Validate and run processes • TurboIntegrator chores Add business rules • What are rules? • How do you create a rule? • Review rule processing • Use a rule to override aggregation • Use a function in a rule Optimize rule performance • Understanding consolidations and sparsity • Optimize your rules using SKIPCHECK • Using feeder statements • Inter-cube feeders • Feeding string rules • Trace cell values and feeders Transfer data into your model • Link cubes with different dimensions • Review TurboIntegrator • Dealing with data • Use IBM Planning Analytics as a data source • Tips for scripting in TurboIntegrator Customize drill paths • View related data • Create a drill path Use rules for advanced modeling • Describe a virtual cube • Utilize a lookup cube • Use relative spreading and a spread profiles cube • Use attributes in rules Convert currencies • Converting currency: overview • Review control cubes Model for different fiscal requirements • Understanding time • Discrete time dimensions • Continuous time dimensions • Develop a continuous time model

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