Conjuring the Universe
The Origin of Natural Laws
Peter Atkins
First published
2018
Pages
248
PDF language
Portuguese (Portugal)
Field
Science

About the book
In Conjuring the Universe, Peter Atkins takes the reader towards a question more radical still than the origin of matter: where do the laws that make the world intelligible come from? The Universe’s wonderful complexity — stars, particles, heat, light, motion, fields, chemistry, life and consciousness — seems to rest on a small set of fundamental laws and constants. But why do those laws exist? Who, or what, ‘wrote’ them? Atkins responds with his customary provocation: perhaps they were not imposed; perhaps they emerged from extreme simplicity, symmetry, anarchy and, ultimately, nothingness itself.
The book crosses central regions of physics — conservation of energy, linear and angular momentum, classical mechanics, quantum mechanics, thermodynamics, electromagnetism and fundamental constants — showing how many laws may arise not from a cosmic authority, but from minimal conditions: the uniformity of time and space, symmetry, chance, primordial indolence and matter’s freedom to operate. Emmy Noether, Newton, Boltzmann, Maxwell, Heisenberg and others mark the stages of an inquiry seeking to show that order can emerge without a lawgiver.
At the heart of the work lies a powerful reversal: the absence of law need not lead to incomprehensible chaos; it may instead generate regularity. Light chooses paths, particles follow least action, energy is conserved, entropy increases, electromagnetic fields take shape and fundamental constants set the scale of reality. All this appears as though the Universe had received profound instructions — yet Atkins seeks to show that these instructions may be the inevitable consequences of something simpler still.
Conjuring the Universe is a journey beneath the foundations of science, where laws cease to be mysterious decrees and become patterns emerging from reality’s own structure. Brief, bold and conceptually intense, it leads readers to a final question: if mathematics describes Nature so well, is that because it is merely an effective human language — or because it touches the Universe’s deep architecture?