Haskell Developer
Unison Group
| Company | Unison Group |
| Category | Engineering |
| Location | Chennai |
| Remote | On-site (inferred) |
| Employment | Not stated |
| Level | Not stated |
| Salary | Not stated by the employer |
| Posted | 30 Jun 2026 |
| Last verified | 30 Jul 2026 |
| Source | Employer career page (workable) |
Description
Job Description We are looking for a highly skilled Haskell Developer with a strong foundation in Functional Programming and Mathematics/Computer Science concepts . The ideal candidate should have experience in designing and developing scalable applications using Haskell and possess excellent analytical and problem-solving abilities. Key Responsibilities Design, develop, and maintain applications using Haskell . Write clean, efficient, and reusable code following functional programming principles. Work on complex algorithms, data structures, and mathematical problem-solving. Collaborate with cross-functional teams to understand business requirements and translate them into technical solutions. Optimize application performance and ensure high-quality code through testing and code reviews. Participate in architecture discussions and technical design decisions. Required Skills Strong hands-on experience in Haskell programming . Deep understanding of Functional Programming concepts : Pure Functions Immutability Recursion Higher-Order Functions Type Systems Monads Strong foundation in: Mathematics Algorithms and Data Structures Discrete Mathematics and Logic Excellent problem-solving and analytical skills. Good understanding of software engineering best practices and version control systems. Preferred Skills Exposure to other functional languages such as Scala, OCaml, or F# . Experience in distributed systems, backend development, or high-performance computing. Contributions to open-source projects or academic/research experience in functional programming. Educational Qualification Bachelor's or Master's degree in Computer Science, Mathematics, Engineering, or a related field. Candidates with a strong mathematical background will be preferred.
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