Senior Quantitative Analyst - Trading Risk & Fraud

Z
Zeal GroupFinTech
London, England, United Kingdom. Cyprus. Malaysia. Hong Kong, Hong Kong, Hong Kong. United Arab EmiratesFull-TimeSenior
Salary not disclosed
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Job Details

Experience
5+ years
Required Skills
PythonSQLData Analysis

Requirements

  • 5+ years' experience in a trading/FX/CFD brokerage environment, in a quantitative, risk, or analytics role.
  • Demonstrated experience independently building and owning production-grade tools, dashboards, or systems.
  • Strong knowledge of FX/CFD products, trading conditions, and execution mechanics.
  • Understanding of fraud/abuse patterns in trading (toxic flow, latency arbitrage, manipulation).
  • Bachelor's degree or higher in Mathematics, Statistics, Physics, Finance, or a related quantitative field.
  • Comfortable working with high ownership and low supervision; proactive and self-directed.
  • Experience with Python and/or SQL for data analysis and system-building.
  • Experience with A/B-book risk models, transaction cost analysis, or execution analytics.
  • Exposure to regulatory reporting (MAR, FCA, CySEC, ASIC).
  • Track record of mentoring junior analysts.

Responsibilities

  • Design and build the backend infrastructure, monitoring tools, and detection algorithms used to identify toxic flow, latency arbitrage, and abusive trading patterns.
  • Use the systems you build to investigate trading and non-trading activity, detect suspicious behavior, and report findings.
  • Analyze existing and new trading products and promotions for fraud/abuse exposure and propose mitigations.
  • Classify clients to support A-book/B-book decisioning and profitable execution outcomes.
  • Own end-to-end delivery: from raw data extraction and hypothesis testing through to production deployment of monitoring and alerting systems.
  • Continuously identify gaps in current processes and design new logic to increase automation and reduce manual intervention.
  • Mentor others on technical and analytical approaches as the function grows.
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