<link href="//maxcdn.bootstrapcdn.com/bootstrap/4.1.1/css/bootstrap.min.css" rel="stylesheet" id="bootstrap-css"> <script src="//maxcdn.bootstrapcdn.com/bootstrap/4.1.1/js/bootstrap.min.js"></script> <script src="//cdnjs.cloudflare.com/ajax/libs/jquery/3.2.1/jquery.min.js"></script> <!------ Include the above in your HEAD tag ----------> <h2><strong>Develop More Effectively with The Aid of Agile Transformation & Data Migration</strong></h2> <p style="text-align: justify;"><a href="https://www.weshape.io/content-hub/how-to-optimise-data-migrations-with-agile-transformations" rel="noopener noreferrer" target="_blank"><strong>Agile transformation</strong></a> is the process of transitioning software development organisations and teams to an Agile mindset. Three core principles of agile transformation are:</p> <ul> <li> <p>Flexibility</p> </li> <li> <p>Collaboration</p> </li> <li> <p>Continuous improvement</p> </li> </ul> <p style="text-align: justify;">Within an Agile environment, teams work iteratively, adapting their approach and techniques in direct response to feedback and changing requirements. Agile transformation governs the entire software development cycle which results in structural and cultural changes. To stand the best chance of success,  Agile transformation demands a commitment to continuous improvement and a willingness by all parties to embrace these changes. Agile transformation can be boiled down into these five steps:</p> <p style="text-align: justify;"><strong>Assessment of an organisations current state: </strong>This involves evaluating the existing software development processes, culture, and structure to identify key areas for improvement.</p> <p style="text-align: justify;"><strong>Defining an Agile approach: </strong>The next step is to determine the specific Agile methodology to be used, such as Scrum or Kanban, along with how Agile development is to be supported on an ongoing basis.</p> <p style="text-align: justify;"><strong>Forming a cross-functional team:</strong> Assembling individuals from different parts of a businesses, with each member bringing their unique gifts to the table. </p> <p style="text-align: justify;"><strong>Training and support:</strong> Specialist consultants can be drafted in to provide Agile transformation training in order to ensure that all team members are appropriately schooled in the Agile approach and understand how to work effectively in the Agile environment.</p> <p style="text-align: justify;"><strong>Implementing processes:</strong> Consultants can also help to implement Agile processes and practices, whilst implementing monitoring and improvement where necessary. </p> <p><strong>Best Practices for Data Migration</strong></p> <p style="text-align: center;"><strong><img 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style="width: 372px;"></strong></p> <p style="text-align: justify;"><a href="https://www.weshape.io/content-hub/how-to-optimise-data-migrations-with-agile-transformations" rel="noopener noreferrer" target="_blank"><strong>Data migration</strong></a> is closely aligned with Agile transformation. Essentially data migration is the process of moving data from one system or format to another. It can be an incredibly technical and complex endeavour that requires thorough planning and execution to ensure that data is migrated accurately and safely.</p> <p style="text-align: justify;">Best practices for data migration include:</p> <p style="text-align: justify;"><strong>Planning:</strong> Plan well in advance of the migration, identify potential problems, and develop a detailed schedule.</p> <p style="text-align: justify;"><strong>Assess data: </strong>Analyze data to ensure that it is accurate, complete, and in the correct format. </p> <p style="text-align: justify;"><strong>Testing:</strong> Before migrating data, test the process to identify any potential issues and ensure that the data is migrated accurately. </p> <p style="text-align: justify;"><strong>Always back up: </strong>Ensure that all data is safely backed so that it can be restored in the event of a catastrophic failure. </p> <p style="text-align: justify;"><strong>Encryption:</strong> Data migration almost always involves sensitive data, therefore the best practice is to encrypt data. </p> <p style="text-align: justify;">Via the effective execution of Agile transformation and Data migration, organisations can adapt and thrive in a changing environment with minimum risk and disruption.</p> <p><br></p>