Junior computer vision & robotics engineer
SkyMul · Kochi, India
Job Description
We build real‑world systems that survive dust, heat, rain, and deadlines. We don’t chase demos; we ship machines that last . Today we enable remote QC —sensor fusion to precise 3 D so changes can be reviewed from anywhere. Next we go hands‑on at a distance: telepresence robotics with ROS2 , bulletproof power, and live telemetry. If you want the full pipeline—hardware → firmware → perception → decision → actuation —this is the playground, and it’s production .
Explore what we’ve built: Robotics solutions : Demo video : You Tube Team culture & how we workBuilders first and in person : passionate, curious, and relentlessly hands‑on—you prototype, break, measure, and rebuild at the bench and in the field. Not cloning tech for a local market : we build for the world and take on problems not solved elsewhere. Failures are data, no rulebook : undefined hard problems, learnings shared openly, failures turned into progress. Learn at lightning speed : self‑teach new tools, read papers, ship working systems in days—not months. No pedigree gating : degrees and years don’t decide; evidence of hard builds, clear thinking, and character do. Benevolent teammates only : we push hard and help harder—zero tolerance for ego or toxicity.
What you’ll do
Must‑have
Nice‑to‑have (Robotics is a strong bonus)
What success looks like
Recommended prep (use this before and during onboarding)
Computer Vision (do all three; FPCV first for video lectures) First Principles of Computer Vision (Columbia / Shree Nayar) — primary lectures. Free videos + free monograph PDFs. Watch the 3 D Reconstruction I & II courses end‑to‑end. → fpcv.lumbia.edu · You Tube Stanford CS231 A — best free written problem sets. Use the public course notes and ps1/ps2/ps3 PDFs as your homework. → course notes · course site CMU 16‑822 Geometry‑based Methods in Vision — best free coding assignments. Work through the multi‑view recon problem sets. → geometric3d.
Linear Algebra (level: upper‑undergrad, with SVD non‑negotiable) 3 Blue1 Brown — Essence of Linear Algebra — visual intuition pass; do this first if rusty. → You Tube series MIT 18.06 (Gilbert Strang) — canonical depth, full lectures, exams, and assignments. → MIT OCW ROB 101 Computational Linear Algebra (Michigan Robotics) — coding‑first, robotics‑flavored, Jupyter notebooks. → Git Hub Required comfort : vector spaces, rank/null‑space, SVD , eigendecomposition, orthogonal projections, least squares, rotation matrices, SO(3)/SE(3), numerical conditioning. Should be able to derive and implement, not just recognize.
Location & work mode
Compensation & growth
How to apply
Send your resume plus links (portfolio/Git Hub/videos/photos/papers) and 5–10 lines on your toughest build —problem, constraints, key decisions, outcome. Links preferred. If you’ve worked through any of the three CV courses or the linear algebra resources above, share your code/notes—that goes a long way.
A note on the title
Details
| Company | SkyMul |
| Location | Kochi, India |
| Type | FULL TIME |
| Niche | tech |
| Experience | permanent |
