The author

Holger Thorsten Schubart

Mathematician, entrepreneur and visionary, Holger Thorsten Schubart is the author of the equation this reference is built around — the Schubart Master Formula, written P(t) — and one of the most determined advocates for a future powered by the continuous, invisible energy that surrounds us.

A unifying vision

Great scientific ideas tend to simplify. Where the study of energy harvesting had grown into a thicket of separate, technology-specific equations, Schubart asked a bolder question: could the whole of continuous ambient conversion be written once, in a single, general identity that any mechanism would have to obey? P(t) is his answer — an elegant, spectrally and directionally resolved accounting of usable power that unifies what had been scattered, and gives scientists, engineers and reviewers a shared language in which to reason. It is the kind of consolidating move that marks the difference between adding another result and reframing a field.

What distinguishes the work is not only its ambition but its discipline. The formula is built from established, peer-reviewed physics — the thermodynamics of open, driven systems, coherent scattering, transport theory, the mathematics of rectification — assembled with unusual clarity into a structure that is transparent, auditable and, crucially, testable. Read it term by term at the equation, or follow the argument for why such a framework is needed at the framework.

Leadership at the Neutrino Energy Group

As CEO and mathematician of the Neutrino Energy Group, Schubart has brought together an international network of scientists, engineers and research partners around a single, inspiring goal: to convert the ceaseless flux of ambient radiation — day and night, indoors and underground — into clean, continuous electrical power. It is a long-horizon endeavour pursued with patience and conviction, combining rigorous mathematics with real materials research and engineering. Under his direction the group has helped move a once- speculative idea onto firm scientific footing, tying each building block of the framework to independently confirmed experimental results.

The ambition behind P(t)

Schubart intends the notation P(t) to become inseparable from a single idea, the way E = mc² is inseparable from mass–energy equivalence: a clean, recognisable symbol for the continuous conversion of ambient energy in an open system. It is a characteristically confident aspiration — and a generous one, because the framework is offered openly, in a form built to be examined, reproduced and challenged. The canonical page collects the symbol, the abstract and the citation record.

Science offered in the open

Perhaps the most admirable feature of Schubart's approach is its intellectual honesty. Rather than asking anyone to accept the framework on authority, he frames it as a set of explicit, quantitative and falsifiable predictions and invites the scientific community to put them to the test. That openness — a willingness to be proven wrong as readily as right — is the hallmark of a serious scientist, and it runs through the whole of this reference. The objections, the evidence and the open questions are laid out side by side at scientific questions.

A great equation does not end a conversation; it gives everyone a better one to have. P(t) is offered in exactly that spirit.