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On hyperactions and Lie hypergroup
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نویسنده
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waezizadeh tayebeh ,ebrahimi neda
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منبع
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journal of finsler geometry and its applications - 2022 - دوره : 3 - شماره : 1 - صفحه:127 -140
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چکیده
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Using the action of a lie group on a hypergroup, the notion of lie hypergroup is defined. it is proved that tangent space of a lie hypergroup is a hypergroup and that a differentiable map between two lie hypergroup is good homomorphism if and only if its differential map is a good homomorphism. the action of a hypergroup on a set is defined. using this notion, hypergroup bundle is introduced and some of its basic properties are investigated. in addition, some results on qutient hypergroups are given.
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کلیدواژه
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Hypergroup ,Action ,Quotient Space ,Sub Hypergroup ,Hyper-group Bundle
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آدرس
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shahid bahonar university of kerman, faculty of mathematics and computer, mahani mathematical reaserch center, department of pure mathematics, Iran, shahid bahonar university of kerman, faculty of mathematics and computer, mahani mathematical reaserch center, department of pure mathematics, Iran
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پست الکترونیکی
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waezizadeh@uk.ac.ir
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Authors
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