Quant Developer

Algorithmic trading firm and digital-asset liquidity provider.

Zug, Switzerland
About Mathrix Group

Mathrix Group describes itself as an algorithmic trading firm with automated operations providing deep liquidity to digital-asset markets across centralized and decentralized exchanges. It is headquartered in Zug and recruits across Switzerland, the Netherlands, and Singapore.

View jobs by Mathrix Group

Skills

Candidate Availability

Required and preferred rules are kept separate and reflect the wording in the original posting.

About the Role

Develop code and models for automated trading strategies in a highly demanding environment. The role involves creating reliable systems, analyzing projects, researching and backtesting ideas, and implementing practical solutions.

Requirements

  • Master's degree in Physics, Mathematics, Computer Science, or equivalent with exceptional grades
  • Attendance at or graduation from a top university with top-tier grades
  • High proficiency in various programming languages
  • Comfortable working in a Linux/Unix environment with command-line tools and SSH
  • Experience with Git or another version-control system
  • Accurate coding using strict practices to minimize errors
  • Clear communication and teamwork
  • Proactive, flexible, and stress-resistant

Responsibilities

  • Develop software and models for automated trading strategies
  • Write code and create systems that handle complex data and processes
  • Analyze projects and conduct research
  • Backtest solutions
  • Implement solutions

Benefits

  • Excellent remuneration including discretionary bonus
  • 20 vacation days
  • Regular dinners out
  • Friday afternoon drinks
  • Yearly office trips
  • Monthly meal allowance
  • Fun and inspiring work environment
  • Experienced and knowledgeable colleagues

Hiring Process

Submit an application with a CV or resume including average BSc and MSc grades, a cover letter, certified BSc and MSc grade lists, and reference letters. Applicants must also answer a question confirming the required Master's degree or equivalent qualifications and exceptional grades.