Fundamental science

Equations, cognitive biases?

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Abstract: Math contains cognitive biases. To support this astonishing observation, I begin by going back in the history of mathematics. By erasing any intention within them, we have at the same time lost track of complexity and quality. These intentions exist, but are now hidden in acronyms, in particular the ‘=’ with multiple meanings. The … Read more

Alone in the Universe??

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Abstract: Some predict that we are alone in the Universe, others that life is commonplace. Why so much discrepancy? It stems from a misunderstanding of complexity, and who observes, the Simple or the Complex. Is infinity big enough? Jean-Pierre Bibring, astrophysicist at Paris-Saclay and looking like a reincarnated Einstein, makes a discouraging or reassuring prediction, … Read more

The T<>D principle in quantum theory

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(T<>D) What? The T<>D principle is at the heart of the ‘theory of everything’ explained in Surimposium. It is extremely simple: Everything emanates from a conflict between individuation and collectivization. Between “I am” and “belong to”. Between the T of soliTary and the D of soliDary. Each state of a thing is a setting between … Read more

Flat physics, waiting to be re-inflated

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A lack of variety Physics today is defined in three main areas: the infinitely small, the infinitely large, and what is in between. This is an infinitely serious problem. Because this definition reduces physics to a limited spatial framework, which is only one of those it uses. As if all human knowledge were reduced to … Read more

Is reality only made of waves?

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Vlatko Vedral, a physicist at Oxford, argues that reality is made only of waves and that the obsolete wave-particle dualism must be completely abandoned. This position is eliminatory reductionism. It denigrates the existence of the complex dimension of reality. I will show how it reintroduces a dualism, that of reality and spirit. The reductionist discourse … Read more

The enigma of time solved

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Two schools? No time… Time is one of our most enigmatic root concepts. The difficulty of grasping it has created two clearly divided schools of thought. The first sees time as a simple order of succession. No reference to the present or to an observer. One event is limited to being anterior or subsequent to … Read more

What is the right interpretation to give to quantum mechanics?

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An explanation at all costs? Physicists pay little attention to the interpretation of quantum mechanics on a daily basis. The Standard Model works very well, even to the point that researchers hope for unexpected results from their experiments that would force new theoretical developments. That quantum mechanics is difficult to connect to the macroscopic is … Read more

Explaining consciousness as a phenomenon

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Abstract: Can we explain consciousness as a phenomenon today? The problem is already rooted in matter: why do unexpected properties arise from certain physical organizations? Important subsidiary remark: these properties only appear at something at least as complex. It is therefore impossible to reduce the points of view of the constitution and the emergence to each other. It is in this opposition that a fragment of consciousness is born, whose planes are surimposed as reality becomes more complex, first in the material levels of information, then virtual in the depth of neural networks. Each level of reality constructs its own bidirectional interaction, the one that constitutes and the one that experiences its constitution. The higher the complexity, the richer and deeper the experienced phenomenon.

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Where do the fundamental forces come from?

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Strong-Low-Electromagnetic-Gravitational “Four fundamental forces govern the Universe,” you read fluently in articles popularizing physics. Where does this pantheon come from? Are physicists the prophets of modern times, replacing the old gods with new ones? Revelation, in science, takes other paths. The divine mysteries, which must be believed without having seen anything, are replaced by concrete … Read more

The complex dimension in mathematics

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Gottlob Frege and Bertrand Russel André Deledicq and Mickaël Launay tell in Dictionnaire amoureux des mathématiques how Frege saw his beautiful set theory dynamited by a seemingly innocuous firecracker, posed by Russel. The year is 1902. Logicians like Frege try to make sets the fundamental core on which to build all mathematics. Arithmetic operations thus … Read more