To be eligible, applicants should:

• Be between 18-24 years old.
• Have a sufficient understanding of English to participate in academic discussions and coursework.
• Have a keen interest in exploring their chosen subject(s).

If you meet these requirements, we’d love to see your application!

Applying is easy! Follow these steps:

1. Choose a Course: Select your subject, location, dates, and accommodation. You can add additional courses if you wish.
2. Provide Student Info: Fill in your name, contact details, and a short personal statement about why you'd be a great fit.
3. Enter School Info: Provide the name and address of your most recent school.
4. Review & Submit: Double-check your details and submit your application.

After submission, our admissions team will review your application, and you’ll hear back within 2-3 days. Apply now!

Yes, you can book more than one course! During the application process, you will have the option to add additional courses either before or after your main course. The total price, including any additional courses, will be displayed before you proceed.

After paying your deposit to secure your place, our admissions team will help you set up a bespoke payment plan. You can choose from options like monthly or bimonthly payments, and we will provide a detailed invoice outlining your instalment schedule. Learn more about payment plans.

Note: There are no additional fees for setting up a payment plan, and your place is secure once the deposit is paid.

The course is structured over two weeks, focusing on fundamental and advanced mathematics topics such as calculus, differential equations, and partial differentiation.

Week 1: Introduction to Calculus and Differential Equations (Example)

• Functions, limits, and continuity.
• Differentiation and integration techniques.
• Solving first-order ordinary differential equations (ODEs).

Week 2: Advanced Topics and Applications (Example)

• Second-order ODEs and series solutions.
• Partial differentiation and directional derivatives.
• Systems of ODEs and introductory partial differential equations (PDEs).

Note: This is an example structure. The actual content may vary based on the tutor’s expertise and student preferences. Students will have the opportunity to discuss their learning goals with admissions to tailor the course.

By the end of the course, students may:

• Gain a solid understanding of calculus, including continuity, differentiation, and integration.
• Learn to solve different types of ordinary differential equations (ODEs) and explore introductory partial differential equations (PDEs).
• Develop problem-solving skills through rigorous examples and exercises.
• Build a foundation for further studies in mathematics, physics, engineering, or finance.

Note: Learning objectives may vary based on student interests, which will be discussed during the admissions process.

What materials should I prepare before the course starts? Students are encouraged to do pre-course preparation to maximise their learning. Suggested resources include:

Watch:

• Michel van Biezen’s YouTube playlist on precalculus topics: Precalculus Playlist
• Introduction to ODEs and calculus: Introduction to Calculus and ODEs

Note: You are not expected to watch all the videos or complete all the exercises, but it is highly recommended to familiarise yourself with precalculus topics before starting the course.

This course provides an excellent foundation for further studies in mathematics, physics, engineering, or other fields that require a deep understanding of mathematical principles. You will develop critical problem-solving skills and a strong grasp of calculus and differential equations, which are essential for careers in science, technology, engineering, and finance.

Note: Career exploration opportunities may vary based on the session and guest speaker availability.

You are not required to have advanced knowledge of mathematics but should be familiar with basic concepts like quadratics, trigonometry, and functions. You are expected to:

• Actively participate in seminars and tutorials.
• Complete problem sheets and research assignments.
• Engage in discussions on calculus, differential equations, and their applications.

The course is designed to be challenging but rewarding, helping students explore complex mathematical topics in depth.

Note: The level of participation and engagement can be adapted to suit individual needs and preferences.

At Oxford Summer Courses, we understand that students aged 18-24 have different needs in terms of safeguarding. All staff are enhanced DBS-checked and trained in safeguarding policies. We maintain 24/7 on-site security, but with more independence allowed for this age group. Our policies are focused on ensuring safety while encouraging personal responsibility and autonomy.