This paper studies from the viewpoint of vector fibrations and vector spaces of cross-sections, endowed with appropriate topologies, the realm of ideas and results centered around the Weierstrass-Stone Theorem for algebras and modules of continuous functions in the real and self-adjoint complex cases. The proof of the equivalence between the separating and the general cases of such results by means of a quotient construction motivate the use of vector fibrations.
Al. Sayyad, S. J. (2005). ON WEIERSTRASS-STONE THEOREM FOR ALGEBRAS AND MODULES OF CONTINUOUS FUNCTIONS. Delta Journal of Science, 29(1), 21-45. doi: 10.21608/djs.2005.155562
MLA
Siham J. Al. Sayyad. "ON WEIERSTRASS-STONE THEOREM FOR ALGEBRAS AND MODULES OF CONTINUOUS FUNCTIONS". Delta Journal of Science, 29, 1, 2005, 21-45. doi: 10.21608/djs.2005.155562
HARVARD
Al. Sayyad, S. J. (2005). 'ON WEIERSTRASS-STONE THEOREM FOR ALGEBRAS AND MODULES OF CONTINUOUS FUNCTIONS', Delta Journal of Science, 29(1), pp. 21-45. doi: 10.21608/djs.2005.155562
VANCOUVER
Al. Sayyad, S. J. ON WEIERSTRASS-STONE THEOREM FOR ALGEBRAS AND MODULES OF CONTINUOUS FUNCTIONS. Delta Journal of Science, 2005; 29(1): 21-45. doi: 10.21608/djs.2005.155562
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