Skip to content

What I actually know how to do

Levels here are self-assessed, so they are reported as bands rather than as percentages. What is not self-assessed is the evidence: most rows link to the project or the internship where the skill did real work.

Areas
4
Skills
40
Currently learning
2

40 skills

Machine Learning

10

Where most of the last two years went. Retrieval, transformers, and making models small enough to run on hardware I actually own.

Systems Engineering

11

The unglamorous half of a working project: services, queues, stores, isolation boundaries and tests.

Robotics and Simulation

9

Synthetic worlds and the physical ones they stand in for, from a rover chassis to an egocentric hand tracker.

  • SolidWorks

    Advanced

    3D modelling, assemblies and technical drawings for the Mars rover chassis, suspension geometry and mechanical mounts.

    Seen in Vicharaka, IISc

  • NVIDIA Isaac Sim

    Advanced

    Physics-based simulation environments and synthetic data generation for perception training, built during the Saturn Labs internship.

    Seen in Saturn Labs

  • Isaac Lab

    Proficient

    Environment and task construction on top of Isaac Sim, generating labelled data at a volume real capture could not reach.

    Seen in Saturn Labs

  • Simulation-to-Reality Alignment

    Proficient

    Closing the gap between a model trained on synthetic frames and one that has to work on a real camera, which is where most synthetic data pipelines quietly fail.

    Seen in Saturn Labs

  • Gazebo

    Proficient

    Robot simulation and sensor modelling alongside the Isaac stack.

    Seen in Saturn Labs

  • Fusion 360

    Proficient

    Parametric modelling and design iteration alongside SolidWorks on rover subsystems.

    Seen in Vicharaka, IISc

  • Robot Assembly and Testing

    Proficient

    Physical integration: taking a subsystem from a machinable drawing to a mounted, wired part that survives contact with terrain.

    Seen in Vicharaka, IISc

  • Blender

    Proficient

    Asset preparation and scene construction feeding the synthetic data pipeline.

    Seen in Saturn Labs

  • ROS2

    Working

    Node graphs, topics and system integration for a rover control stack.

    Seen in Vicharaka, IISc

Mathematics and Formal Methods

10

The degree, and the reason the compression work reads as mathematics rather than as trial and error.

  • Linear Algebra

    Core

    Vector spaces, eigendecomposition, SVD and the matrix calculus every one of these models is written in.

    Seen in ViT Compression Trade-offs

  • Calculus

    Core

    Multivariable calculus, gradient-based optimisation, and the analysis underneath backpropagation.

  • Probability and Statistics

    Advanced

    Statistical modelling, hypothesis testing and Bayesian methods, plus the quantile construction NF4 quantisation is built on.

    Seen in ViT Compression Trade-offs

  • Optimisation Theory

    Advanced

    Convex optimisation, descent methods and constrained problems, applied to both training schedules and Pareto-frontier analysis.

    Seen in ViT Compression Trade-offs

  • Lean 4

    Proficient

    Dependent types and tactic-mode proof, used to carry correctness arguments alongside a collision detection implementation rather than testing after the fact.

    Seen in emergence AI

  • Formal Verification

    Proficient

    Proving a property holds for every input rather than sampling inputs and hoping. Exact rational arithmetic in place of IEEE-754, so determinism is a theorem and not an observation.

    Seen in emergence AI

  • Numerical Methods

    Proficient

    Interpolation, resampling and error analysis. The uniform five-metre distance grid in the telemetry work is a numerical methods answer to a plotting question.

    Seen in F1 Telemetry Dashboard

  • Automata Theory

    Proficient

    Formal languages, finite automata and decidability. Coursework, and the vocabulary the Lean work borrows its state machine from.

  • Information Theory

    Proficient

    Shannon entropy as a working tool: ranking attention heads by how unfocused their distributions are, then pruning the flat ones.

    Seen in ViT Compression Trade-offs

  • Group Theory

    Learning

    Abstract algebraic structures and their applications in cryptography and physics. Coursework in progress.

The work behind these lives in seven projects, five of them written up in full.