D. Weigel

发表

Space-Time Quantiﬁcation

M. Grosmann, F. Sanchez, C. Bizouard, 2022 .

Bragg's law in higher dimensions

D. Weigel, 1983 .

New low‐temperature crystalline phase of ferrocene: Isomorphous to orthorhombic ruthenocene

G. Calvarin, K. Chhor, C. Pommier, 1980 .

Crystallography in Spaces E 2 , E 3 , E 4 , E 5 ...N 0 I Isomorphism Classes: Properties and Applications to the Study of Incommensurate Phase Structures, Molecular Symmetry Groups and Crystal Families of Space E 5

D. Weigel, R. Veysseyre, T. Phan, 2015 .

Crystallography in Spaces E 2 , E 3 , E 4 , E 5 ··· NI Isomorphism Classes: Properties and Applications to the Study of Incommensurate Phase Structures, Molecular Symmetry Groups and Crystal

D. Weigel, R. Veysseyre, T. Phan, 2015 .

Commensurate incommensurate phase transitions

D. Weigel, 1989 .

Introduction to description of phase diagram of solid wüstite: II. Structural review

J. Gavarri, D. Weigel, C. Carel, 1976 .

Letter to the editor about “Comments on the defect structure in wüstite”

J. Gavarri, D. Weigel, C. Carel, 1981 .

Report of a subcommittee on the nomenclature of n-dimensional crystallography. II. Symbols for arithmetic crystal classes, Bravais classes and space groups.

V. Koptsik, J. Birman, T. Janssen, 2002, Acta crystallographica. Section A, Foundations of crystallography.

Thermal expansion of boehmite: An anomaly near 560 K due to non-stoichiometric water

D. Grebille, J. Bérar, P. Grégoire, 1984 .

C. Bizouard, M. Grosmann, F. Sanchez, 2019 .

The ancestral concept of Cosmos is rediscovered through the idea of a Tachyonic

C. Bizouard, M. Grosmann, F. Sanchez, 2019 .

Towards Science Unification through Number Theory

F. Sanchez, D. Weigel, R. Veysseyre, 2021, Advances in Pure Mathematics.

Apparitions du Groupe Monstre en Physique

C. Bizouard, F. Sanchez, D. Weigel, 2017 .

Quasicrystals constructed by the grid method: Superspace approach

C. Degand, D. Weigel, R. Veysseyre, 1993 .