Alpha Quant Trader — Equity Derivatives & Volatility

JPMorgan Chase & Co.

New York (NY)

On-site

USD 120,000 - 160,000

Full time

14 days+

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Benefits offered by this job

Comprehensive training and growth opportunities
Supportive work environment for professional development

Job summary

JPMorgan Chase & Co. in New York is looking for an Alpha Quant for the Equity Derivatives QTR team. This role involves end-to-end alpha research and strategy deployment, utilizing data analytics and machine learning to drive results in the financial markets.

Ideal candidates will possess a strong quantitative background, proficiency in programming, and excellent communication skills. The position offers comprehensive training and a supportive work environment focused on professional growth.

Qualifications

  • Strong quantitative background and practical problem-solving skills.
  • Direct working knowledge of signal research and alpha capture.
  • Proficiency in programming languages like Python, KDB, C++, or Java.

Responsibilities

  • Build end-to-end design and implementation for daily signal research.
  • Contribute to production implementation of alpha signals.
  • Develop robust backtesting and regime analysis frameworks.
  • Partner with business on risk management for derivatives strategies.

Skills

Quantitative background
Signal research with market data
Programming (Python, KDB, C++ or Java)
Data analytics skills
Communication skills

Education

Strong graduate degree (MS or PhD) in a quantitative field

Tools

AI/ML tools

Job description

JPMorgan Chase & Co. in New York is looking for an Alpha Quant for the Equity Derivatives QTR team. This role involves end-to-end alpha research and strategy deployment, utilizing data analytics and machine learning to drive results in the financial markets.

Ideal candidates will possess a strong quantitative background, proficiency in programming, and excellent communication skills. The position offers comprehensive training and a supportive work environment focused on professional growth.

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