Medium Of Instructions | Mode Of Learning | Mode Of Delivery |
---|---|---|
English | Self Study | Video and Text Based |
The Optimization from Fundamentals certification course is a structural framework set for improving the learning of the field in a more effective way. From its fundamentals, this course will cover the subject of Optimization. A summary of actual analysis and convexity will begin with it. Linear programming, convex optimization and nonlinear programming, complementarity concerns and algorithms for the same will cover this basis.
With dynamic optimization, the Optimization from Fundamentals training will stop. The course will give a complete framework of what's the level of optimization in different sectors and now where it stands and what are the problems and challenges, it suffers.
The Optimization From Fundamentals certification will give an assurance that the candidate is more effective in the respective field, which will help him to undertake the same major in their respective upcoming future. The course is more tilted towards the understanding of the core elements that play the main role in the functioning of optimization principle. The students who will get enrolled in the programme will study various elements that are so vital for the functioning of the fundamentals and Optimization from Fundamentals certification syllabus will mainly consulate with that only.
Fees Informations | Certificate Availability | Certificate Providing Authority |
---|---|---|
INR 1000 | yes | IIT Bombay |
No Optimization from Fundamentals fees is associated with the particular training or the programme, however, candidates need to pay the amount of Rs. 1000 if they want to attain the certification by the end of the course.
Optimization from Fundamentals fees details:
Fee category | Amount in rupees |
Programme fee | Free |
Certification fee | Rs. 1000 |
Certification qualifying details
The candidate has to score at least 25% as an aggregate score in the internal submission of best of eight assessments out of the total and need to get a minimum of 75% as an aggregate ranking in the end term paper for obtaining the Optimization from Fundamentals certification.
By the compilation of the Optimization from Fundamentals programme, the candidates will learn:
The following candidates can take this particular course:
The students who belong to mathematics, engineering or science majors can take this course.
The procedure to enroll into the Optimization from Fundamentals online course is:
Step 1: Make a visit to https://onlinecourses.nptel.ac.in/noc23_me33/preview and go through the complete structure of the course.
Step 2: The later step is about getting registered with Swayam web portal.
Step 3: Next onward, sign in with the respective candidate’s account.
Step 4: The candidate needs to join the course later, select the “join” tab.
Step 5: Candidate is registered in the particular course.
The structure of the examinations to clear the certification is simplified into two different levels. The candidate has to make the timely submission of the internal assessments and has to appear for the end term paper in order to clear the certification by the last of the Optimization from Fundamentals programme.
The main element of the core curriculum is the ongoing active challenges in the respective field, the candidate will be focused towards that more.
The students who have a strong background in mathematics, engineering and science can opt for this particular programme.
No, for this respective programme, not such industrial support is provided.
The course can be taken through Swayam portal itself via registering into it.
The candidate needs to pay Rs. 1000 for getting registered for the certification for this programme.
No, the course is solely available in English medium only.
The candidate can get access by downloading the Swayam application and getting into the course for documented lectures.
The candidate needs to pay via online mode for the certification fees.
The main learning outcome of the programme is that candidates will focus more effectively towards the core elements that play a key role in the functioning of optimisation principles.
This course is a core and postgraduate level training programme.