Comments: Example 3 and an acknowledgement are added. As an application of our prescribed Gauss map representation of translators in R^4, we explicitly. Topics in Inequalities – Theorems and Techniques. Hojoo Lee. Introduction. Inequalities are useful in all fields of Mathematics. The aim of this problem- oriented. PROBLEMS IN ELEMENTARY NUMBER THEORY. Hojoo Lee. Version God does arithmetic. C. F. Gauss. 1, −24, , −, , −, −
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The web address for this page and the arXiv author id for Hojoo Lee is http: There is also an Atom feed available from http: See author identifier help for more information about arXiv author identifiers, please report any problems. If you have a disability and are having trouble accessing information on this website or need materials in an alternate format, contact web-accessibility cornell. We gratefully acknowledge support from the Simons Foundation and member institutions.
Hojoo Lee’s articles on arXiv  arXiv: Uniqueness of minimal hojok, Jacobi fields, and flat structures.
Talks by Hojoo Lee
Two flat structures on minimal surfaces. A one-sentence proof of the Bernstein type theorem for special Lagrangian equation in two dimensions. AP ; Symplectic Geometry math. A survey of closed self-shrinkers with symmetry. Generalized Calabi correspondence and complete spacelike surfaces.
Minimal surface system in Euclidean four-space. The uniqueness of the Enneper surfaces and Chern-Ricci functions on minimal surfaces. Typos corrected, Remark 3. Weighted Hsiung-Minkowski formulas and rigidity of umbilical hypersurfaces. Rotational symmetry of self-expanders to the inverse mean curvature flow with cylindrical ends.
Hojoo Lee – Semantic Scholar
Generalizations of the Choe-Hoppe helicoid and Clifford cones in Euclidean space. Eunjoo LeeHojoo Lee. Solitons for the inverse mean curvature hkjoo.
Example 3 and an acknowledgement are added.
Minimal surface systems, maximal surface systems, and special Lagrangian equations. To appear in Trans.
Extensions of Calabi’s correspondence between minimal surfaces and maximal surfaces. Contact If you have a disability and are having trouble accessing information on this website or need materials in hojooo alternate format, contact web-accessibility cornell.
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