Domain : IT

Geography : US, India

Client Description :

Established in 1976 CA Technologies is a public listed and is one of the worlds biggest software corporation. The software and services provided by them are being used by many Fortune 500 companies.

Helical had played an instrumental role in the product development initiative of CA Technologies. They are developing a project management software and had chosen Jaspersoft Enterprise edition for embedding Business Intelligence capabilities.

Helical had done the BI solution development. Also many D3 charts like bubble chart, sankey chart, skill-matrix, calendar charts were created using the data and were integrated inside Jaspersoft 5.6. The Jaspersoft application was integrated inside the product using jasper libraries integration method with proper user and role management. Aside other features of Jaspersoft like reports, dashboards, email bursting etc were as well used to build the BI stack.

Website :  www.ca.com

Click here to view “Case Study on CA Technologies“%

CA Technologies Client Logo
Learn

Latest Posts on Our Blog

Software Testing

Defect Life Cycle

By admin

This blog explains about the complete life cycle of a bug and different status of bug from the stage it was identified,fixed,retest and close. What is Defect life cycle? Defect life cycle is the life cycle of a defect or...
  • 0
Software Testing

Different Levels of Testing in Software Testing

By admin

What are the Levels of Software Testing? In this blog,we are going to understand the various levels of software testing In Software Testing,we have four different levels of testing,which are as mentioned below: Unit Testing Integration Testing System Testing Acceptance...
  • 0
Pentaho

How To Get Subfolder Names In Pentaho

By admin

Introduction Pentaho is a business intelligence and data integration platform, and you can use “Get subfolder names” in transformations, The ability to retrieve subfolder names from a directory is often required when dealing with dynamic or changing file structures. Here...
  • 0