Hahn-Banach extension theorem

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Hahn-Banach extension theorem [¦hän ¦bän·äkek′sten·chən ‚thir·əm]

(mathematics)

The theorem that every continuous linear functional defined on a subspace or linear manifold in a normed linear spaceXmay be extended to a continuous linear functional defined on all ofX.

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No references found			Hagglund, Erik Hägglund, Erik Hagi Hagia Sophia hagiasterium Hagiographa hagiography hagiology hagioscope Hague Hague Conference of 1922 Hague Conference on Reparations of 1929-30 Hague Conferences Hague Conventions Hague School Hague Tribunal Hague, Frank Hague, The Hague, William Jefferson Hahn Hahn decomposition Hahn technique Hahn, James Kenneth Hahn, Otto Hahn, Reynaldo Hahn-Banach extension theorem Hahnemann Hahnemann, Samuel Hahnemannism hahnium Hai Duong Hai Ho Hai River HAIA Haida Haidamaks Haidar Ali Haidinger brushes Haidinger fringes haidingerite Haiduks Haifa Haig Haig, Alexander Haig, Alexander Meigs, Jr. Haig, Douglas Haig, Douglas Haig, 1st Earl Haig, Douglas, 1st Earl Haight-Ashbury haikal Haikou			Haham HAHAMICE HAHC HAHD HAHF HAHFA HAHFH HAHG HAHH Hahira Middle School HAHIS HAHJC HAHK HAHKC HAHL HAHMP Hahn Hahn Hahn decomposition Hahn decomposition theorem Hahn Otto Hahn technique Hahn, James Kenneth Hahn, Otto Hahn, Otto Hahn, Reynaldo Hahn-Banach extension theorem Hahn-Mazurkiewicz theorem Hahne Hahne Hahnemann Hahnemann Hahnemann Hahnemann Academy of North America Hahnemann Homoeopathic Clinic Hahnemann Medical College Hahnemann University Hospital Hahnemann, Samuel Hahnemannism Hahnemannism hahnium hahnium hahnium hahnium Haho HAHOF HAHP HAHR HAHRDB HAHRP HAHRW HAHS HAHSA HAHST HAHTG HAHU HAHUM

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