KROPINA CHANGE OF M-TH ROOT METRICS

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SOROUSH M.; KARIMI F.

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Seminar Paper

Paper Information

Seminar: INTERNATIONAL CONFERENCE ON RESEARCH IN SCIENCE AND TECHNOLOGY
Year:2016 | Issue:3

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Information Seminar Paper

Title

KROPINA CHANGE OF M-TH ROOT METRICS

Author(s)

SOROUSH M. | KARIMI F. | Issue Writer Certificate

Keywords

LOCALLY DUALLY FLAT METRIC

PROJECTIVELY FLAT METRIC

KROPINA CHANGE OF AN M -TH ROOT METRIC

Abstract

IN THIS PAPER, WE CONSIDER KROPINA CHANGE OF AN M -TH FINSLER ROOT METRIC. WE FIND NECESSARY AND SUFFICIENT CONDITION UNDER WHICH A KROPINA CHANGE OF AN M -TH ROOT METRIC BE LOCALLY DUALLY FLAT. THEN WE PROVE THAT THE KROPINA CHANGE OF AN M -TH ROOT FINSLER METRIC IS LOCALLY PROJECTIVELY FLAT IF AND ONLY IF IT IS LOCALLY MINKOWSKIAN.

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APA: Copy

SOROUSH, M., & KARIMI, F.. (2016). KROPINA CHANGE OF M-TH ROOT METRICS. INTERNATIONAL CONFERENCE ON RESEARCH IN SCIENCE AND TECHNOLOGY. SID. https://sid.ir/paper/910358/en

Vancouver: Copy

SOROUSH M., KARIMI F.. KROPINA CHANGE OF M-TH ROOT METRICS. 2016. Available from: https://sid.ir/paper/910358/en

IEEE: Copy

M. SOROUSH, and F. KARIMI, “KROPINA CHANGE OF M-TH ROOT METRICS,” presented at the INTERNATIONAL CONFERENCE ON RESEARCH IN SCIENCE AND TECHNOLOGY. 2016, [Online]. Available: https://sid.ir/paper/910358/en

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