Modules / Lectures
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Sl.No Chapter Name English
1Lecture 1: IntroductionDownload
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2Lecture 2: Algebraic PreliminariesDownload
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3Lecture 3: Basic Group Concepts & Low Order Groups-IDownload
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4Lecture 4: Basic Group Concepts & Low Order Groups-IIDownload
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5Lecture 5: Lagrange's Theorem & Cayley's Theorem-IDownload
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6Lecture 6: Lagrange's Theorem & Cayley's Theorem-IIDownload
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7Lecture 7: Factor Group Conjugacy Classes-IDownload
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8Lecture 8: Factor Group Conjugacy Classes-IIDownload
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9Lecture 9: Cycle Structures & Molecular Notation-IDownload
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10Lecture 10: Cycle Structures & Molecular Notation-IIDownload
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11Lecture 11: Cycle Structures & Classification-IDownload
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12Lecture 12: Cycle Structures & Classification-IIDownload
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13Lecture 13: Point Group Notation & Factor Group-IDownload
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14Lecture 14: Point Group Notation & Factor Group-IIDownload
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15Lecture 15: Representation Theory-IDownload
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16Lecture 16: Representation Theory-IIDownload
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17Lecture 17: Representation Theory-IIIDownload
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18Lecture 18: Representation Theory-IVDownload
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19Lecture 19: Schur's Lemma & Orthogonality Theorem-IDownload
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20Lecture 20: Schur's Lemma & Orthogonality Theorem-IIDownload
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21Lecture 21: Orthogonality For Characters-IDownload
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22Lecture 22: Orthogonality For Characters-IIDownload
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23Lecture 23: Character Tables & Molecular Applications-ILecture 23: Character Tables & Molecular Applications-IDownload
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24Lecture 24: Character Tables & Molecular Applications-IIDownload
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25Lecture 25: Preliminaries About The Continuum-IDownload
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26Lecture 26: Preliminaries About The Continuum-IIDownload
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27Lecture 27: Classical Groups-IDownload
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28Lecture 28: Classical Groups-IIDownload
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29Lecture 29: Classical Groups-Topology-IDownload
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30Lecture 30: Classical Groups-Topology-IIDownload
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31Lecture 31: SO(3) And Matrix Exponent-IDownload
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32Lecture 32: SO(3) And Matrix Exponent-IIDownload
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33Lecture 33: Generators, Discussion Of Lie's Theorems-IDownload
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34Lecture 34: Generators, Discussion Of Lie's Theorems-IIDownload
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35Lecture 35: Group Algebras; SO(3)-SU(2) Correspondence-IDownload
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36Lecture 36: Group Algebras; SO(3)-SU(2) Correspondence-IIDownload
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37Lecture 37: SO(3), SU(2) Representations-IDownload
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38Lecture 38: SO(3), SU(2) Representations-IIDownload
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39Lecture 39: Representation On Function Spaces-IDownload
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40Lecture 40: Representation On Function Spaces-IIDownload
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41Lecture 41: Lorentz Boosts, SO(3,1) Algebra-IDownload
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42Lecture 42: Lorentz Boosts, SO(3,1) Algebra-IIDownload
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43Lecture 43: Representation Of Lorentz Group And Clifford Algebra-IDownload
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44Lecture 44: Representation Of Lorentz Group And Clifford Algebra-IIDownload
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45Lecture 45: SU(3) And Lie's Classification-IDownload
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46Lecture 46: SU(3) And Lie's Classification-IIDownload
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47Lecture 47: Fundamental Symmetries Of Physics-IDownload
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48Lecture 48: Fundamental Symmetries Of Physics-IIDownload
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