  Wavelets are known to be closely related to atomic orbital. A new approach of
2D, 3D and multidimensional wavelet system is proposed from a paralell with
anti-symmetric systems of several isolated particles. The theory of fermionic
states is used to generate new \textit{n}-dimensions wavelets, $n\ge2$, by the
determinant of Slater. As pioneering paper in exchanging formalism between
particle wave-functions and wavelets, it opens some perspectives for further
adaptations derived from the physics of particles in the wavelet analysis
scope.
