This is an elementary introduction to rotations in three dimensions, using re°ections to naturally introduce spinors. It provides a stepping stone to higher mathematics and some new perspective
We give a simple rule to associate a pair of complex numbers to a spinor. This association rule is s...
This tutorial introduces one of the most fundamental dynamical systems by studying maps of the circl...
This book is about spinors. The whole mathematical theory of spinors is within Clifford algebra, and...
This is a document that every physicist should read before addressing the conceptual foundations of ...
International audienceThis paper aims at explaining that a key to understanding quantum mechanics (Q...
A central concept in quantum mechanics is spin. Certain quantum systems have the property that, at a...
This paper aims at explaining that the key to understanding quantum mechanics (QM) is a perfect geom...
The É. Cartan’s equations defining “simple ” spinors (re-named “pure ” by C. Chevalley) are interpr...
Rotations are an integral part of the study of rotational spectroscopy, as well as a part of group t...
Without using the customary Clifford algebras frequently studied in connection with the representati...
This text explores how Clifford algebras and spinors have been sparking a collaboration and bridging...
We give a simple rule to associate a pair of complex numbers to a spinor. This association rule is s...
This tutorial introduces one of the most fundamental dynamical systems by studying maps of the circl...
This book is about spinors. The whole mathematical theory of spinors is within Clifford algebra, and...
This is a document that every physicist should read before addressing the conceptual foundations of ...
International audienceThis paper aims at explaining that a key to understanding quantum mechanics (Q...
A central concept in quantum mechanics is spin. Certain quantum systems have the property that, at a...
This paper aims at explaining that the key to understanding quantum mechanics (QM) is a perfect geom...
The É. Cartan’s equations defining “simple ” spinors (re-named “pure ” by C. Chevalley) are interpr...
Rotations are an integral part of the study of rotational spectroscopy, as well as a part of group t...
Without using the customary Clifford algebras frequently studied in connection with the representati...
This text explores how Clifford algebras and spinors have been sparking a collaboration and bridging...
We give a simple rule to associate a pair of complex numbers to a spinor. This association rule is s...
This tutorial introduces one of the most fundamental dynamical systems by studying maps of the circl...
This book is about spinors. The whole mathematical theory of spinors is within Clifford algebra, and...
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