ขอเชิญนิสิตนักศึกษา และศิษย์เก่า เข้าร่วมแข่งขันสร้างกลยุทธ์ทาง Quantitative Finance ในงาน International Quant Championship (IQC) 2024 กับ บริษัท WorldQuant ระดับโลก ร่วมชิงเงินรางวัลรวมสูงสุด 400,000 USD รายละเอียดดังเอกสารแนบ

หากสนใจ สามารถเข้าร่วม workshop ได้ในวันพุธที่ 3 เมษายน 2657 เวลา 14.30 เป็นต้นไป

สถานที่ คณะวิทยาศาสตร์ พญาไท ห้อง R203

Register Now! The quant finance competition – International Quant Championship 2024!

Break into the world of quantitative finance and participate in WorldQuant BRAIN’s 2024 International Quant Championship—our flagship competition and have the opportunity to represent Thailand and Mahidol University at the Global Finals in Singapore this September.

What’s International Quant Championship (IQC) 2024?

The International Quant Championship is a three-stage, team-based competition running from March to September 2024. Using WorldQuant BRAIN’s simulation platform, International Quant Championship participants accumulate points by building Alphas* using historical market data and predefined operators to simulate equity positions.

* WorldQuant defines “Alphas” as mathematical models that seek to predict the future price movements of various financial instruments.

Check more details and sign up for IQC 2024: https://qr.wqbrain.com/Mahidol-IQC24

Timeline

Registration and Team Formation: 19 March – 15 May

Stage 1 – University Round: 19 March – 20 May

Stage 2 – National/Regional Finals: 28 May – mid July

Stage 3 – Global Finals: September in Singapore

REGISTER NOW!

Join our classes about quant finance research and modelling

  • Webinar series: https://qr.wqbrain.com/TH-WEBINAR

  • Time: Every Thursday at 8PM (GMT+7)

  • Topics:

28 March: Introduction to Quantitative Finance & WQBRAIN

04 April: BRAIN basics & write your first alpha on BRAIN

11 April: Fundamental & model datasets

18 April: Price volume data & CHN region

25 April: Q&A session

Enroll the competition now!

For enquiries, please contact: thailand@worldquantbrain.com

Determining the first radii of meromorphy via orthogonal polynomials on the unit circle

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Determining the first radii of meromorphy via orthogonal polynomials on the unit circle Nattapong Bosuwan Applying a result concerning a convergence of modified orthogonal Padé approximants constructed from orthogonal polynomials on the unit circle, we prove an analogue of Hadamard’s theorem for determining the radius of 1-meromorphy of a function holomorphic on the closed unit […]

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On exact rate of convergence of row sequences of multipoint Hermite-Padé approximants

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On exact rate of convergence of row sequences of multipoint Hermite-Padé approximants Nattapong Bosuwan In this article, we analyze a rate of attraction of poles of an approximated function to poles of incomplete multipoint Padé approximants and use it to derive a sharp bound on the geometric rate of convergence of multipoint Hermite-Padé approximants to

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Application for Admission to B.Sc. Programme in Actuarial Science and B.Sc. Programme in Industrial Mathematics & Data Science (Round 2)

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Application for Admission to B.Sc. Programme in Actuarial Science and B.Sc. Programme in Industrial Mathematics & Data Science (Round 2)            The Faculty of Science, Mahidol University is accepting applications for enrollment and will hold an entrance examination to select students to be enrolled in the Bachelor of Science Programme in

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