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Dr.Gunjan Mukherjee
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The joint task force of ACM and IEEE Computer Society released recent guidelines for undergraduate computer science majors late in 2013. Since that time, many computer science departments have reviewed the included recommendations and exemplars from various institutions, and made changes to the programs that they offer. In this panel, we will share the experiences of the panelists from a variety of computer science programs in reviewing and responding to the new curriculum guidelines. The panel hopes to generate additional discussion about new knowledge areas and models for incorporating recommended content into programs at small, liberal arts institutions.
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The joint task force of ACM and IEEE Computer Society released recent guidelines for undergraduate computer science majors late in 2013. Since that time, many computer science departments have reviewed the included recommendations and exemplars from various institutions, and made changes to the programs that they offer. In this panel, we will share the experiences of the panelists from a variety of computer science programs in reviewing and responding to the new curriculum guidelines. The panel hopes to generate additional discussion about new knowledge areas and models for incorporating recommended content into programs at small, liberal arts institutions.
Ccsc 2015 panel
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Jennifer Polack
Patent_PCT
Patent_PCT
Dr.Gunjan Mukherjee
Springer_CurrentMicrobiol_Mukherjee_2006
Springer_CurrentMicrobiol_Mukherjee_2006
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Портфолио
Возможности создания сайта для государственных учреждений на платформе 1С-Бит...
Возможности создания сайта для государственных учреждений на платформе 1С-Бит...
Что делать 1С-Битрикс
Encuestas CGA
UTILIZACION DE LOS PUNTOS ECOLOGICOS EN EL SENA
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Luisa Torres
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The module-algebra structures of quantum enveloping algebra Uq(sl(m+1)) on the coordinate algebra of quantum vector spaces (in other words, quantum actions/symmetries) are investigated. We denote the coordinate algebra of quantum n-dimensional vector space by Aq(n). As our main result, first, we give a complete classification of module-algebra structures of Uq(sl(m+1)) on Aq(3), and with the same method, on Aq(2), all module-algebra structures of Uq(sl(m+1)) are characterized. The classical limit of the Uq(sl(3))-module algebra structures on Aq(2) are presented, and, as opposite to Uq(sl(2)) case, there no cubic and fourth-power terms. Lastly, the module-algebra structures of Uq(sl(m+1)) on Aq(n) are obtained for any n ≥ 4, and are classified using the language of Dynkin diagrams.
S. Duplij, Y. Hong, F. Li. Uq(sl(m+1))-module algebra structures on the coord...
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The module-algebra structures of quantum enveloping algebra Uq(sl(m+1)) on the coordinate algebra of quantum vector spaces (in other words, quantum actions/symmetries) are investigated. We denote the coordinate algebra of quantum n-dimensional vector space by Aq(n). As our main result, first, we give a complete classification of module-algebra structures of Uq(sl(m+1)) on Aq(3), and with the same method, on Aq(2), all module-algebra structures of Uq(sl(m+1)) are characterized. The classical limit of the Uq(sl(3))-module algebra structures on Aq(2) are presented, and, as opposite to Uq(sl(2)) case, there no cubic and fourth-power terms. Lastly, the module-algebra structures of Uq(sl(m+1)) on Aq(n) are obtained for any n ≥ 4, and are classified using the language of Dynkin diagrams.
S. Duplij, Y. Hong, F. Li. Uq(sl(m+1))-module algebra structures on the coord...
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