When you learn with me, my aim is to make even the most technical material feel intuitive, structured, and fully within your reach. I’m an award-winning teacher and economist with nearly a decade of experience teaching and tutoring economics, mathematics, and statistics.
I have formerly taught at graduate level econometrics modules at the London School of Economics, where I was honoured to recei...
When you learn with me, my aim is to make even the most technical material feel intuitive, structured, and fully within your reach. I’m an award-winning teacher and economist with nearly a decade of experience teaching and tutoring economics, mathematics, and statistics.
I have formerly taught at graduate level econometrics modules at the London School of Economics, where I was honoured to receive the LSE Class Teacher Award for exceptional student feedback in the 2022/23 academic year.
My academic journey includes a B.A. in Economics and Mathematics from the American University in Bulgaria, an MSc in International Economics from the University of Geneva, and postgraduate Econometrics at LSE. Alongside my teaching at LSE and UCL, I’ve supported students at Sciences Po, Oxford, Warwick, Bath, Edinburgh, City, Royal Holloway, and many other top institutions. What You Can Expect in Your Sessions.
Whether you’re preparing for IGCSE or A-Level Maths, or working through university-level econometrics, statistics, linear algebra, optimisation, or quantitative modelling, I tailor lessons to your goals while helping you build genuine, long-lasting confidence.
A-level Topics -
Proof and mathematical arguments.
Algebra & functions (polynomials, factorisation, inequalities, function composition/inversion).
Coordinate geometry (lines, circles, gradients, distance, midpoints).
Sequences & series (arithmetic/geometric, sigma notation, binomial expansion).
Trigonometry (identities, equations, small-angle approximations).
Exponentials & logarithms.
Calculus, differentiation (rules, maxima/minima, rates of change).
Calculus, integration (indefinite/definite, area under curve, basic techniques).
Numerical methods (root-finding: Newton / bisection, iteration).
Vectors (2D/3D vector algebra, dot product, equations of lines/planes).
University Modules -
MA107 - Quantitative Methods (Mathematics)
MA207 - Further Quantitative Methods (Mathematics)
I also frequently support students from Warwick, Bath, KLC, and other top universities.
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