چکیده مقاله
We introduce the notion of a geodesic transformation with respect to a submanifold P of a Riemannianmanifold as a generalization of a geodesic reflection with respect to P We study conformal and partiallyconformal geodesic transformation with respect to points and geodesic spheres, and use these kinds of transformationto characterize real, complex and quaternionic space forms by means of non Euclidean similaritiesand inversions
نویسندگان
somaye sadat mahdion
department mathematics
mohamad chaichi
department Mathematics
شیوه ارجاع
mahdion, somaye sadat and chaichi, mohamad,1395,GEODESIC TRANSFORMATIONS AND SPACE FORMS,8th National Conference on Mathematics, Payame Noor University
ارائهشده در
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