10a The Hahn-Banach theorems, II. (recorded 2011.03.11 at 09:00)

Update: 2011-08-31

Description

ICTP Postgraduate Diploma Course in Mathematics - Lectures on Partial Differential Equations -- NOTE: This course was recorded automatically in slots of one hour and processed without human intervention. Lectures are split between videos; their starting time may not coincide with the beginning of videos and intervals were not removed.

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In Channel

01a Semi-inner and inner product space. (recorded 2011.02.09 at 14:00)

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01b Semi-inner and inner product space. (recorded 2011.02.09 at 15:00)

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02a Properties of l^2 space. (recorded 2011.02.10 at 09:00)

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02b Properties of l^2 space. (recorded 2011.02.10 at 10:00)

2011-08-3159:30

03a Properties of l^2 space, Hilbert cube. (recorded 2011.02.11 at 09:00)

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03b Properties of l^2 space, Hilbert cube. (recorded 2011.02.11 at 10:00)

2011-08-3159:36

04a Completion of a metric space. (recorded 2011.02.16 at 14:00)

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04b Completion of a metric space.(recorded 2011.02.16 at 15:00)

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05a Projection on a closed subspace of a Hilbert space. (recorded 2011.02.18 at 09:00)

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05b Projection on a closed subspace of a Hilbert space. (recorded 2011.02.18 at 10:00)

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06a Banach spaces. Linear operators on Banach spaces. (recorded 2011.02.23 at 14:00)

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06b Banach spaces. Linear operators on Banach spaces. (recorded 2011.02.23 at 15:00)

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07a The Riesz map. Hamel bases. Schauder bases. (recorded 2011.02.24 at 09:00)

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07b The Riesz map. Hamel bases. Schauder bases. (recorded 2011.02.24 at 10:00)

2011-08-3124:03

08a Hilbert bases. Examples. (recorded 2011.02.25 at 09:00)

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08b Hilbert bases. Examples. (recorded 2011.02.25 at 10:00)

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09 On discontinuous linear operators. Hahn-Banach theorem, I. Norm preserving extension of a linear continuous operator. (recorded 2011.03.10 at 09:00)

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10a The Hahn-Banach theorems, II. (recorded 2011.03.11 at 09:00)

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10b The Hahn-Banach theorems, II. (recorded 2011.03.11 at 10:00)

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11a Hahn-Banach theorems, III. (recorded 2011.03.16 at 14:00)

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