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Internship report
Spectral extrema for graphs: the Zarankiewicz problem L´szl´ Babai∗ a o BarrySpectral extrema for graphs: the Zarankiewicz problem L´szl´ Babai∗ a o Barry Guiduli†Submitted: Jul 12, 2007; Accepted: Sep 21, 2009; Published: Sep 25, 2009
Abstract Let G be a graph on n vertices with spectral radius λ (this is the largest eigenvalue of the adjacency matrix of G). We show that if G does not contain the complete bipartite graph Kt,s as a subgraph, where 2 t s, then λ (s − 1)1/t + o(1) n1−1/t for fixed t and s while n → ∞. Asymptotically, this bound matches the K˝v´rio a Tur´n-S´s upper bound on the average degree of G...
Internship report: English language supporters at AM English center Ho Chi Minh branchEnglish Language Supporters at AM English Center play a vital role in enhancing the learning experience for students. They work closely with both teachers and students, providing additional support to ensure that students have a smooth and effective learning journey. This report outlines the responsibilities and contributions of English language supporters at the Ho Chi Minh branch.
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