29 citations · 72 across the 19 of their papers we have counts for
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GL(2)-structures of the Langlands global program
Christian Pierre
All kinds of global correspondences of Langlands are evaluated from the functional representation spaces of the algebraic bilinear semigroups GL2(.x.) with entries in products,righ…
n-Dimensional geometric-shifted global bilinear correspondences of Langlands on mixed motives III
C. Pierre
This third paper,devoted to global correspondences of Langlands,bears more particularly on geometric-shifted bilinear correspondences on mixed (bi)motives generated under the actio…
The Thurston's program derived from the Langlands global program with singularities
Christian Pierre
The seven non euclidean geometries of the Thurston's geometrization program are proved to originate naturally from singularization morphisms and versal deformations on euclidean 3-…
The Langlands functoriality conjecture in the bisemialgebra framework
Christian Pierre
The Langlands functoriality conjecture envisaged in the bisemialgebra framework is proved to correspond to the nonorthogonal completely reducible cuspidal representations of the bi…
From global class field concepts and modular representations to the conjectures of Shimura-Taniyama-Weil,Birch-Swinnerton-Dyer and Riemann
Christian Pierre
Based upon new global class field concepts leading to Langlands two-dimensional global correspondences,a modular representation of cusp forms is proposed in terms of global ellipti…
n-Dimensional global correspondences of Langlands over singular schemes (II)
Christian Pierre
A rather complete phenomenology of the singularities is developed according to a new algebraic point of view in the frame of Langlands global correspondences. That is to say,a proc…