Nptel Definition and 651 Threads
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 13: Shallow Foundation - Settlement Calculation - III
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 14: Design of Shallow Foundation
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 15: Design of Raft Foundation
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 16: Deep Foundation - Introduction
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 17: Pile Foundation - Load Carrying Capacity I
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 18: Pile Foundation - Load Carrying Capacity - II
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 19: Pile Foundation Load Carrying Capacity - III and Settlement Calculation
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 20: Tension and Lateral Loaded Piles
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 21: Well Foundation - I
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 22: Well Foundation - II
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 23: Design of Retaining Wall - I
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 24: Design of Retaining Wall - II
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 25: Design of Sheet Piles - I
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 26: Design of Sheet Piles - II
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 27: Design of Sheet Piles - III
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture Design of Sheet Piles - IV
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 29: Reinforced Earth
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 30: Reinforced Retaining Wall
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 31: Seismic Design of Retaining Wall - I
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Mod-01 Lec-32 Seismic Design of Retaining Walls - II
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 33: Soil - Foundation Interaction I
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 34: Soil - Foundation Interaction II
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 35: Soil - Foundation Interaction III
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 36: Soil - Foundation Interaction IV
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 37: Soil - Foundation Interaction V
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 38: Soil - Foundation Interaction VI
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 39: Soil - Foundation Interaction VII
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Advanced Foundation Engineering by Dr. Kousik Deb (NPTEL):- Lecture 40: Soil - Foundation Interaction VIII
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Properties of the Image of an Analytic Function: Introduction to the Picard Theorems
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Recalling Singularities of Analytic Functions: Non-isolated and Isolated Removable
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Recalling Riemann's Theorem on Removable Singularities
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Casorati-Weierstrass Theorem; Dealing with the Point at Infinity
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Neighbourhood of Infinity, Limit at Infinity and Infinity as an Isolated Singularity
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Studying Infinity: Formulating Epsilon-Delta Definitions for Infinite Limits
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- When is a function analytic at infinity ?
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Laurent Expansion at Infinity and Riemann's Removable Singularities Theorem
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- The Generalized Liouville Theorem: Little Brother of Little Picard
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Morera's Theorem at Infinity, Infinity as a Pole and Behaviour at Infinity
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Residue at Infinity and Introduction to the Residue Theorem for the Extended
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Proofs of Two Avatars of the Residue Theorem for the Extended Complex Plane
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Infinity as an Essential Singularity and Transcendental Entire Functions
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Meromorphic Functions on the Extended Complex Plane
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- The Ubiquity of Meromorphic Functions
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Continuity of Meromorphic Functions at Poles and Topologi
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Why Normal Convergence, but Not Globally Uniform Convergence
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Measuring Distances to Infinity, the Function Infinity and Normal Convergence
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- The Invariance Under Inversion of the Spherical Metric on the Extended Complex Plane
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Introduction to Hurwitz's Theorem for Normal Convergence of Holomorphic Functions
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Completion of Proof of Hurwitz's Theorem for Normal Limits of Analytic Functions
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Advanced Complex Analysis - Part 2 by Dr. T.E.V. Balaji (NPTEL):- Hurwitz's Theorem for Normal Limits of Meromorphic Functions in the Spherical Metric
COPYRIGHT strictly reserved to Dr. T.E. Venkata Balaji (IIT Madras) and NPTEL, Govt of India. Duplication PROHIBITED.Lectures: http://www.nptel.ac.in/courses/111106094/Syllabus: http://www.nptel.ac.in/syllabus/syllabus.php?subjectId=111106094- Wrichik Basu
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