Certificate Course | International Business

Course Overview

  • The Certificate Course in International Business (CIB) is designed for those desirous of pursuing a successful career in global business management.
  • The CIB course equips students with the essential business skills for a career in both domestic and international markets.
  • This course is a combination of classroom teaching and technology aided learning platforms.


  • Gaining awareness on International Business Operations
  • Improving one’s management skills in an international backdrop
  • Improving the speed and efficacy of the decision-making process
  • Develop proficiency in International Business Alignment Strategy
  • Higher chances of employability in the International Business arena
  • Synchronising International financial and operational strategy
  • Facilitates increase in revenues
  • Optimum cost efficiency

Pedagogical Practises

1. Pre-Course Reading Material
Pre-course reading materials which are in the form of textbooks, cases, and articles will be made available to all the students in advance. Online assessments and pre-course projects are also incorporated in the course to ensure academic rigour.
2. Industry Speakers/Visits
An integral part of this certification course are interactions with eminent industry leaders and regular industrial visits. These sessions will be part of each module, and will be designed to enhance the understanding of concepts from a practitioner’s perspective, making it easier to apply the learnings effectively.
3. Simulations
Simulations help maximise classroom learning. They let students apply management theories learnt in class to a simulated business environment and evaluate the results of their decisions.
4. Action Learning
Action learning is an important pedagogical tool that is designed to give the students a chance to practice their management theories in real life scenarios.


Course Duration

3 Months / 6 Months

Course Type

Part-time / Full-time

Eligibility Criteria

The candidate should have a Bachelor’s Degree in any discipline from a recognised University (preferably from a Mathematics background).