Umut Ozturk

Helping individuals & organisations
adopt AI at work

Umut Ozturk London, UK
data → x₁ x₂ x₃ σ σ σ σ ŷ₁ ŷ₂ σ(wx+b) input hidden hidden output line weight ≈ connection strength

For most of history, scaling knowledge work meant hiring more people. Then 2017 brought the Transformer. Then GPT-3. Then ChatGPT. By late 2022, it was undeniable: a new kind of cognitive tool had arrived.

What's different this time isn't automation of physical tasks. That's been happening for decades. What's new is AI working on thinking itself: reading, writing, reasoning, deciding. Knowledge work is being fundamentally reshaped. The people and organisations that learn to work with these systems, not around them, will move at a pace that was previously impossible.

x f(x) 1 2 3 e (0,1) (1, e) growth accelerates

exp(x) = Σ xⁿ/n! = 1 + x + x²/2! + x³/3! + ...

Small, consistent efforts compound over time. At first, growth feels invisible, but once it hits the steep part of the curve, everything changes. That's the exponential. That's how learning, building, and improving actually work.

AI is on that steep part of the curve right now. The decisions we make today, about how we build and use these systems, compound fast. Small missteps don't stay small for long.

Self Derivative

Self Derivative

A playbook that helps individuals become AI-native professionals.

selfderivative.com →

Exponential Mode

Exponential Mode

A program that helps organizations adopt AI by building human-agent teams.

exponentialmode.com →

∫(value)dx
Exvolve

Exvolve

Founder

Applied AI Solutions

Deventral

Deventral

Founder

AI-powered Analytics Platform

Piblo

Piblo

Co-Founder

Analytics Agency

Bosch

Bosch

Project Manager

Diesel Systems

d/dx(self) = growth
METU

Middle East Technical University

B.Sc., Mechanical Engineering

2008 – 2013

METU

Middle East Technical University

Minor, Mechatronics

2010 – 2013

e + 1 = 0 Euler's identity f ′(x) = lim h→0 f(x+h) − f(x) h −∞ e −x² dx = √π
"It is possible to invent a single machine which can be used to compute any computable sequence."

Alan Turing

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