Abstract: New fundamental mathematical structures are introduced by the triples (left semistructu... more Abstract: New fundamental mathematical structures are introduced by the triples (left semistructure, right semistructure, bisemistructure) associated with the classical mathematical structures and such that the bisemistructures, resulting from the reciprocal ...
Abstract: With the theory of special relativity, time has been linked with space into a four-dime... more Abstract: With the theory of special relativity, time has been linked with space into a four-dimensional space-time from which a basic question must be asked: can space be really transformed into time and vice-versa? The response is affirmative if time has the same ...
Abstract: In the basic general frame of the Langlands global program, a local p-adic elliptic sem... more Abstract: In the basic general frame of the Langlands global program, a local p-adic elliptic semimodule corresponding to a local (left) cuspidal form is constructed from its global equivalent covered by p-th roots. In the same context, global and local bilinear ...
Abstract: Based upon new global class field concepts leading to Langlands two-dimensional global ... more Abstract: 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 elliptic (bisemi) modules which are (truncated) Fourier series over R. As application ...
Abstract: New fundamental mathematical structures are introduced by the triples (left semistructu... more Abstract: New fundamental mathematical structures are introduced by the triples (left semistructure, right semistructure, bisemistructure) associated with the classical mathematical structures and such that the bisemistructures, resulting from the reciprocal ...
Abstract: With the theory of special relativity, time has been linked with space into a four-dime... more Abstract: With the theory of special relativity, time has been linked with space into a four-dimensional space-time from which a basic question must be asked: can space be really transformed into time and vice-versa? The response is affirmative if time has the same ...
Abstract: In the basic general frame of the Langlands global program, a local p-adic elliptic sem... more Abstract: In the basic general frame of the Langlands global program, a local p-adic elliptic semimodule corresponding to a local (left) cuspidal form is constructed from its global equivalent covered by p-th roots. In the same context, global and local bilinear ...
Abstract: Based upon new global class field concepts leading to Langlands two-dimensional global ... more Abstract: 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 elliptic (bisemi) modules which are (truncated) Fourier series over R. As application ...
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