Sankitha Kirindu
SCHOLARSHIP // SYSTEMATIC UNDERSTANDING

Academic Foundation

Built through speed, depth, and disciplined study.

I learned fastest when subjects started overlapping. Mathematics gave me structure, physics made the structure move, and computer science let me turn it into something that could actually do work.

Explore Timeline Enter Subject Sandbox
01 // Chronology

The Academic Path

Two curricula, compressed timelines, and now an engineering degree, entered two years early.

Sankitha at Ananda College during the Cambridge O-Level years
Chapter I
Cambridge International · Foundation

Cambridge O-Level

5 A*STEM specAdditional Math

Additional Mathematics, Computer Science, Physics, Chemistry, Mathematics, and English built the technical base before A Levels.

  • Circular measure · calculus · permutations
  • Python algorithms · logic gates
  • Mechanics · waves · electromagnetism
  • Stoichiometry · electrochemistry · organic
View Cambridge O-Level record →
Sankitha receiving recognition at the Ananda College felicitation ceremony
Chapter II
Sri Lanka National · Breadth

National O-Level

9 straight AsNational curriculum

Straight As across STEM, languages, humanities, and business. Before I specialized, I had to learn how to switch mental gears constantly and still keep the details straight.

  • Science core · ICT systems
  • Business studies · double-entry accounting
  • English language & literature · Sinhala
  • History · geography
View National O-Level record →
Sankitha at the Cambridge awards ceremony
Chapter III
Cambridge International · Accelerated

Cambridge A-Level

4 A*One accelerated yearSTEM core

Mathematics, Further Mathematics, Physics, and Computer Science in one accelerated year. Four different ways to be wrong, and four different ways to learn precision under pressure.

  • Differential equations · complex numbers
  • Hyperbolic functions · vectors · distributions
  • Quantum physics · fields
  • Algorithms · assembly · relational databases
View detailed A-Level record →
Sankitha in a black suit and maroon striped tie outside Heriot-Watt University
Chapter IV
Heriot-Watt University · Undergraduate

Electrical & Electronic Engineering

#1 in the UKHighest merit scholarshipAdvanced direct entry

Admitted through advanced direct entry on academic achievement, skipping two university years, with the highest merit scholarship Heriot-Watt offers for Bachelor's study. Ranked #1 in the UK for the subject by the Daily Mail University Guide 2026.

  • Embedded systems · electronics
  • Power · computing
View the undergraduate record →

Three exam cycles · then university

18

Top grades, zero below the ceiling

“Discipline today. Mastery tomorrow. Impact always.”

02 // Standing
  • 99thpercentileCambridge O-Levels
  • 99thpercentileNational O-Levels
  • 99thpercentileCambridge A-Levels
03 // Involvements

Clubs & Societies

The classrooms mattered, but so did the rooms around them: societies, professional communities, training spaces, and people who raised the standard I worked against.

View All Involvements →
Jedi Council
British Computer Society
Royal Statistical Society
Engineers For Life · Heriot-Watt
SIAM
Inst. of Mathematical Statistics
Microsoft Student Ambassador
HW Tech Club · Heriot-Watt
ACICTS
Mathematics Society
Science Union
Literary Club · Heriot-Watt
Chess Club
Quiz Club
English Drama Circle
HW Chess Club · Heriot-Watt
Sinhala Drama Circle
Art Society
School Swimming
Business Society · Heriot-Watt
Vijaya Sports Club
01

Heriot-Watt Societies

Heriot-Watt University · Member · Current

Engineers For Life, HW Tech Club, Literary Club, Chess Club and Business Society: the newest rooms in the network.

EngineeringTechnologyBusiness
 02

Jedi Council

Saizen Acuity · Member · Current

Where technical ideas lose the luxury of staying theoretical. AI workflows, integrations, and automation strategies get challenged against client needs, business constraints, and whether the system can actually scale.

AI WorkflowsAutomationSystems
03

British Computer Society

The Chartered Institute for IT · Member

A professional reference point beyond projects and exams, especially around technical standards, digital ethics, and the responsibility that comes with building systems people depend on.

Digital EthicsStandardsComputing
04

Royal Statistical Society

Statistical & Data Science Body · Member

Connects probability, modelling, and data science to a much deeper statistical tradition - useful whenever an elegant model starts becoming too confident about messy reality.

ProbabilityInferenceStatistics
04 // The Lab

Things I Built During My A-Levels

When an idea would not sit still in my head, I built a simulation of it. Here are four of them. Each one has a challenge, if you are curious.

0of 4 solved
Drag the gold point along the curve

A derivative is the slope of a line through two points, as the two points become one. Move the second point towards the first and watch the secant turn into the tangent.

1.75Secant slope
1.00True derivative at x = 1
0.75Error
Challenge

Get the error below 0.05.

Drag the arrow tips: the whole plane follows

A 2×2 matrix is an instruction for moving all of space. Its columns say where the two basis arrows land. The determinant says how much every area gets scaled.

1.00.00.01.0
1.00Determinant: area scale
Challenge

Drag the arrows until the determinant is 0, crushing all of space onto a line.

    Program counter00
    Accumulator0
    Memory: TOTAL0
    Memory: N0
    Output–

    Press Step to fetch the first instruction.

    Every program is this loop: fetch an instruction, decode it, execute it. This one, in the assembly language from my Computer Science papers, adds up every number from N down to 1.

    0Instructions executed
    Challenge

    Run the program all the way to END and read the output.

    Screen: the bright bands land here

    Young's double slit. Two waves leave two slits and arrive at the screen in step in some places and out of step in others. Fringe spacing follows w = λD / a, with the screen 2.0 m away.

    2.00 mmFringe spacing, w
    Challenge

    Set the fringe spacing to exactly 3.00 mm.

    05 // Logic Auditing

    Magic Box: Proof Rigor Auditing

    Co-teaching rigorous mathematical logic in the simplest possible way.

    Sankitha mentoring and explaining a problem during a Magic Box session
    ✦ Building thinkers, not memorizers.
    RIGOR AUDIT CONSOLE
    STANDBY
    CURRENT PROOF
    Theorem.

    Let a, b, c ∈ ℝ. If a > b and b > c, then a > c.

    Proof (Student Submission)
    1 Assume a > b and b > c.
    2 Subtract b from both sides of a > b.
    3 Subtract b from both sides of b > c.
    4 Therefore, a - b > c - b.
    5 Hence, a > c.
    LOGIC MAP
    a > b b > c a - b > c - b a > c
    Validated
    Under Review
    Needs Revision
    DERIVATION MODEL Randomized Pathing
    REVIEW MODE Peer Audit
    OBJECTIVE Verify every logical step

    PROOF-BASED LEARNING

    Students work through random derivations and question every logical step.

    PEER MARKING & REVIEW

    Peer marking turns answers into explanations another student can follow.

    ARGUMENT VERIFICATION

    Proofs become structures students can inspect, challenge, repair, and trust.

    IMPACT SNAPSHOT
    2,500+
    Students Mentored
    50+
    Proof Sets Curated
    1,000+
    Randomized Derivations
    2,000+
    Peer Reviews Completed
    1 GOAL
    Build True Mathematical Rigor
    ✦ EXPLORE FULL MAGIC BOX RECORDS →
    06 // Open the Records

    Every grade above has a page behind it - papers, syllabi, certificates, and the parts that were harder than the results suggest.

    View Engineering Work See the Athletic Side →