| The differential geometry of submaniford is a colorful and diverse branch course,it contents manyimportant research projects and always a hot spot for scholars to study this paper analogy the fundamebtalfomulas and equations ofsubmaniford ofRiemannian maniford to result the fundamebtal fomulas and equa-tions ofsubmaniford under the new-metric g(?) formulas and conclutions ofquotation,we can see the change ofthe fundamebtal fomulas and equations of submaniford by contrast. |
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