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Acta Univ. Sapientiae, Mathematica, 14, 1 (2022) 115124 DOI: 10.2478/ausm20220008Norm attaining bilinear forms on the plane with the l1norm Sung Guen Kim Department of Mathematics, Kyungpook National

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What is norm attaining bilinear forms?

Norm attaining bilinear forms are specific types of bilinear forms that achieve their maximum value on the unit sphere in the related normed spaces. This concept is important in functional analysis and relates to the properties of operators between Banach spaces.

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To fill out norm attaining bilinear forms, one must provide accurate and complete information regarding the specific bilinear forms' parameters, the involved entities or individuals, and any relevant financial data as required by the governing regulations or guidelines.

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The purpose of norm attaining bilinear forms is to ensure compliance in the measurement and reporting of particular financial or operational metrics, allowing for a standardized method of evaluation and assessment in various analytical contexts.

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Information that must be reported includes the identities of the parties involved, specific numerical values associated with the bilinear forms, and any pertinent dates or references that support the accuracy of the submitted data.

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