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Nohe Seyoume Lemma
Nohe Seyoume Lemma
Ph.D. Candidate at Addis Ababa University
By now I am working on Hopf lemma and unique continuation for differential operators at Official Address: Addis Ababa University ,College of Natural and Computational Sciences Department of Mathematics Campus: Arat Kilo (Science Campus), King George VI Street P.O. Box: 1176 Addis Ababa, Ethiopia Contact & Location Details Building: Typically located in the main Mathematics/Science blocks near the Registrar. Phone: +251-111-239-461 (Department Office) or +251-111-239-472 (Science Campus Switchboard). Email: info@aau.edu.et (General) or the department-specific contacts available on the AAU Portal. Digital Coordinates: $9^\circ 02' 04" N, 38^\circ 45' 44" E$
Ethiopia

Public Documents 3
UNIQUE CONTINUATION AT THE BOUNDARY FOR SECOND ORDER ELLIPTIC DIFFERENTIAL OPERATORS...
Nohe Seyoume Lemma

Nohe Seyoume Lemma

and 1 more

May 15, 2025
A document by Nohe Seyoume Lemma. Click on the document to view its contents.
Boundary unique continuation for second order elliptic differential operators with re...
Nohe Seyoume Lemma

Nohe Seyoume Lemma

and 1 more

June 03, 2025
We prove results on unique continuation at the boundary for the solutions of real analytic elliptic partial differential equations of the form n i,j=1 aij(x) ∂ 2 u ∂x i ∂x j + n k=1 b k (x) ∂u ∂x k + c(x)u = 0 This work is motivated by and generalized the main results of , [5],[6], X.Huang et al in ,[12], [11] and M.S Baouendi and L.
BOUNDARY UNIQUE CONTINUATION FOR SECOND ORDER ELLIPTIC DIFFERENTIAL OPERATORS WITH RE...
Nohe Seyoume Lemma

Nohe Seyoume Lemma

and 1 more

June 03, 2025
We prove results on unique continuation at the boundary for the solutions of real analytic elliptic partial differential equations of the form n i,j=1 a ij (x) ∂ 2 u ∂x i ∂x j + n k=1 b k (x) ∂u ∂x k + c(x)u = 0 This work is motivated by and generalized the main results of , [5], [6], X.Huang et al in [12], [11] and M.S Baouendi and L.P. Rothschild in [3]

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