Business Functional Analyst (Midrange), AS

Deutsche Bank — Pune - Margarpatta

Job Description: Job Title: Business Functional Analyst (Midrange), AS Location: Pune, India Corporate Title: Associate Role Description Our Investments – agile teams at Deutsche Bank - Private Bank (TDI) develop and maintain applications for securities business of Private Customers. Changes are generally announced on short notice due to regulatory requirements or time to market challenges. Quality and stability have priority together with time to market. By working in an Agile DevOps model we aim to achieve very high quality while continuously delivering value to our clients. Located in Germany and India, we work closely together using agile and virtual collaboration techniques and our team’s diversity to reach our goals of continuous deployment, process improvement and internalizing engineering know how. As a Business Functional Analyst, you will closely work together with business and operation units, Product Owner and development teams and bring business and functional analysis skills into the development team to ensure that the implementation of requirements aligns with our business needs and technical quality standards. You should also be responsible for maintaining Data flow and lineage across the applications in domain. You will extensively make use and apply agile tools and practices in the context of Deutsche Bank’s digitalization journey. What we’ll offer you As part of our flexible scheme, here are just some of the benefits that you’ll enjoy Best in class leave policy Gender neutral parental leaves 100% reimbursement under childcare assistance benefit (gender neutral) Sponsorship for Industry relevant certifications and education Employee Assistance Program for you and your family members Comprehensive Hospitalization Insurance for you and your dependents Accident and Term life Insurance Complementary Health screening for 35 yrs. and above Your key responsibilities You are part of the agile development team, responsible for the functional analysis of epi

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