Faculty
Math
Supervisor Name
Tatyana Barron
Keywords
Orbits, Tensor Products, Group actions, Groups, Dimensions, Structures, Complex Field, Vector Spaces Based on Complex Field
Description
My project in this USRI program is to study subvariety of classical complex algebraic geometry. I observed the orbit of elements in the unit sphere in space ℂ² ⊗ ℂ², the structure of unit sphere of ℂ² ⊗ ℂ². After this, I tried to generalize the result to ℂ^n ⊗ ℂ^n.
Acknowledgements
I am very grateful to professor Barron for her guidance during this USRI project.
Creative Commons License
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Document Type
Poster
Included in
Studies of subvarieties of classical complex algebraic geometry
My project in this USRI program is to study subvariety of classical complex algebraic geometry. I observed the orbit of elements in the unit sphere in space ℂ² ⊗ ℂ², the structure of unit sphere of ℂ² ⊗ ℂ². After this, I tried to generalize the result to ℂ^n ⊗ ℂ^n.