09:02

Strong convergence iff weak convergence, functional analysis | by Sapna |@billionaireicon3311

04:47

Strong convergence implies weak convergence | by Sapna |@billionaireicon3311

05:17

Definition of weak and strong convergence, existence of unique limit | by Sapna |

07:52

F-Riesz Theorem, functional analysis | by Sapna |@billionaireicon3311

12:07

F-Riesz Lemma, functional analysis | by Sapna |@billionaireicon3311

06:29

Conditions under which subspace of domain is closed, Normed Linear Space | by Sapna |

07:15

Inverse of T is also closed linear transformation, Normed Linear Space | by Sapna |

05:18

Boundedness of LT implies closed linear transformation | by Sapna |@billionaireicon3311

08:54

A LT is closed iff it's graph is closed, | by Sapna |@billionaireicon3311

03:05

Definition of Closed Linear Transformation, | by Sapna |@billionaireicon3311

15:19

Closed Graph Theorem, | by Sapna |@billionaireicon3311

01:37

Definition of graph of T, | by Sapna |@billionaireicon3311

06:06

Direct product is Banach space, Normed Linear Space | by Sapna |@billionaireicon3311

14:55

Projection Theorem, Normed Linear Space | by Sapna |@billionaireicon3311

06:20

Direct product of two Normed Linear Space is also Normed Linear Space | by Sapna |

10:05

Banach space direct sum of closed linear spaces, Normed Linear Space | by Sapna |

02:43

Projection, Normed Linear Space | by Sapna |@billionaireicon3311

00:43

MDU BCA second semester Mathematical Foundation of Computer Science may 2024 question paper

01:17

BA second semester Sanskrit may 2024 question paper | by Sapna |

01:30

BSc second semester ordinary differential equation may 2024 question paper

00:43

BCA second semester logical organization of computers may 2024 question paper

00:45

BA fourth semester human geography may 2024 question paper | by Sapna |

05:40

Every Normed Linear Space is dense subspace, | by Sapna |@billionaireicon3311

08:31

Consequence of Uniform Boundedness Theorem | by Sapna |

00:53

MDU BA economics development question paper, may 2024

00:45

B.com Business Environment and International Business question paper

13:21

Uniform Boundedness Theorem | by Sapna | @billionaireicon3311

01:07

MDU BCA structured system analysis and design may 2024 question paper | by Sapna |

05:43

Result based on Reflexive Mapping, Normed Linear Space | by Sapna | @billionaireicon3311

06:34

Reflexive Mapping, Normed Linear Space | by Sapna | @billionaireicon3311

01:35

BSC hons discrete maths second semester question paper, may 2024

00:53

B.A. pass and hons second semester may 2024, computer awareness question paper

12:10

Imbedding Theorem, Normed Linear Space | by Sapna | @billionaireicon3311

01:59

Bidual or Conjugate Space of N, | by Sapna | @billionaireicon3311

26:20

Reisz theorem for bounded linear functional on C[a,b] | by Sapna |

12:31

If and only if condition for topological Isomorphic, Normed Linear Space | by Sapna |

04:18

Topological Isomorphic Definition, Normed Linear Space @billionaireicon3311

05:24

Product of two bounded LT is bounded | by Sapna |@billionaireicon3311

07:31

LT defined on finite NLS is bounded, Normed Linear Space | by Sapna |@billionaireicon3311

07:43

If and only if condition for functional to be identical, Normed Linear Space |by Sapna |

13:21

Consequence 3 of Hahn Banach Theorem | by Sapna | @billionaireicon3311

10:37

Consequence 2 of Hahn Banach Theorem | by Sapna | @billionaireicon3311

11:38

Consequence 1 of Hahn Banach Theorem | by Sapna | @billionaireicon3311

37:03

Hahn Banach Theorem , Normed Linear Space | by Sapna | @billionaireicon3311

22:55

Completeness of set of all bounded LT, Normed Linear Space | by Sapna | @billionaireicon3311

01:00

MDU MSc physics Electronics July 2020 question paper @billionaireicon3311

01:27

MDU MSc Physics of Nano materials July 2020 question paper @billionaireicon3311

00:59

MDU MSc Atomic and Molecular Physics second semester question paper @billionaireicon3311

00:48

MDU MSc physics Quantum mechanics second semester question paper @billionaireicon3311

00:42

MDU MSc physics statistical mechanics 2019 question paper @billionaireicon3311

01:02

MDU MSc physics of nano material fourth semester question paper , |by Sapna| @billionaireicon3311

06:58

Normal of continuous transformation with example | by Sapna | @billionaireicon3311

09:39

Iff condition on existence and continuity of inverse of T | by Sapna | @billionaireicon3311

07:32

T is bounded iff T maps bounded set to bounded, Normed Linear Space | by Sapna |

05:34

T is Continuous either at all points or no points of Domain | by Sapna | @billionaireicon3311

06:00

LT T is continuous iff bounded , Normed Linear Space | by Sapna | @billionaireicon3311

15:29

Equivalent Statement for boundedness and Continuity of Linear Transformations | by Sapna |

05:38

Normed Linear Space theorem Linear Transformation is continuous, bounded | by Sapna |

10:07

Relation between P(s) and F(s), Stochastic Process | by Sapna |

07:37

Renewal Process and Period, Stochastic Process | by Sapna | @billionaireicon3311