

Ph.D. in Mathematics at CT University Overview
CT University (CTU) offers a 3 years Ph.D. in Mathematics course at the Doctorate level. To get admitted to this course, applicants must meet the entry requirements and must have a valid University Entrance Exam score. The total tuition fee for this course is INR 3,60,000 for the entire duration. In addition to the tuition fee, CT University (CTU) charges students for other applicable fee components. Check out other specialisation of CT University (CTU) Ph.D..
Total Tuition Fees | ₹3.60 Lakh Get Fees details |
Duration | 3 years |
Course Level | Doctorate Degree |
Mode of Course | Full Time |
Official Website | Go to Website |
Type of University | Private |
Ph.D. in Mathematics at CT University Fees
CT University has a well-defined fee structure, which includes various components. The major part of the CT University Ph.D. in Mathematics fee comprises tuition fee. Other than this, other fee components, such as exam fees, on-time admission fees, registration fees, etc. are also included in the total fee structure. In addition, the total fee structure of CT University Ph.D. in Mathematics has refundable and non-refundable components as well.
| Fee components | Amount (3 years) |
|---|---|
₹ 3.60 Lakh | |
One-time payment includes:
Admission Fee
Course work (1st Semester fee) | ₹ 74,500 |
₹ 4.34 Lakh |
Ph.D. in Mathematics at CT University Frequently Asked Questions
During CT University placements 2023, some of the students managed to grab international offers. The highest international package offered during the 2023 drive was INR 51 LPA. The table below mentions CT University the highest package 2023 at the domestic and international levels:
| Particulars | Placement Statistics (2023) |
|---|---|
| the highest international package | INR 51 LPA |
| the highest domestic package | INR 44 LPA |
Some of the prominent companies that participated in CT University placements 2023 are listed below:
| CT University Placements 2023: Top Recruiters | |
|---|---|
| Amazon | IBM |
Columbia Asia Group | Max Healthcare |
| Infosys | Decathlon |
| Capgemini | Paytm |
The minimum percentage required for a candidate to enter the CT University is 50% in aggregate to enroll in any course. However, every course has its eligibility criteria and terms and conditions. For more details about the courses, a candidate can keep checking Shiksha’s website or can even check the official website, ensuring to select the language, domain-specific subjects, and general test as per the respective programs/ universities.
Ph.D. in Mathematics at CT University Placements
Ph.D. in Mathematics at CT University Entry Requirements
Ph.D. in Mathematics at CT University Admission Process
- Admission ProcessFor admissions related detail please click on https://www.shiksha.com/university/ct-university-ctu-ludhiana-52820/admission
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Ph.D. in Mathematics at CT University Students also asked
The official data for CT University CSE average package is not disclosed. However, as per the details collated from students' reviews on Shiksha, the highest package offered to BTech CSE students in recent years was INR 51 LPA. The average package generally ranges between INR 3 LPA and INR 4 LPA. Further, the lowest package offered in the past few years of CT University placements for BTech CSE was INR 10 LPA. Students have also reviewed that the placement cell of the University helps in enhancing the skills to grab the best opportunities.
CTU has developed a recognisable goodwill in the industry and has made some amazing connections over the years with Amazon, Paytm, Tata Motors, HDFC Banks, etc., In return, CTU received placement opportunities last year from the top brands in the market. The highest international package offered by the CTU Placement department in 2023 was INR 51 LPA while the domestic package was INR 44 LPA.
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Ph.D. in Mathematics at CT University News & Updates
Ph.D. in Mathematics at CT University Contact Information
CT University, Ferozepur Road,
Sidhwan Khurd
Ludhiana ( Punjab)
(For general query)
(For admission query)
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