Affine differential invariants of two families on the plane and equivalance problem
2017
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Advisor: Doç. Dr. Yasemin Sağıroğlu
Abstract (EN)
In this thesis, the affine differential invariants of a family of binary curves are obtained and the equivalence problem of this type of families is investigated. Primarily, the affine differential invariants of a family of binary curves are found. By using these invariants, the equivalence conditions of two families of binary curves with respect to affine group are formed. Also, it is shown that the obtained generator system of differential invariants is minimal.
Author
Demet Aydemir
Institution
How to Cite
Demet Aydemir (Master Thesis). Affine differential invariants of two families on the plane and equivalance problem, 2017, Karadeniz Technical University.
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