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Chiral homology

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62: 33: 32:, is, in their words, "a “quantum” version of (the algebra of functions on) the space of global horizontal sections of an affine 154: 118: 173: 36: 99: 8: 136: 66:(i.e., the space of global solutions of a system of non-linear differential equations)." 25: 94: 150: 144: 140: 29: 167: 69: 17: 89: 77: 119:
outline of "On the Classification of Topological Field Theories"
122: 39: 56: 135: 165: 166: 13: 57:{\displaystyle {\mathcal {D}}_{X}} 43: 14: 185: 149:. American Mathematical Society. 112: 1: 105: 7: 83: 74:topological chiral homology 10: 190: 100:Factorization homology 58: 143:(2004). "Chapter 4". 59: 137:Beilinson, Alexander 76:gives an analog for 37: 174:Homological algebra 26:Alexander Beilinson 141:Drinfeld, Vladimir 95:Chiral Lie algebra 54: 30:Vladimir Drinfeld 181: 160: 128: 116: 63: 61: 60: 55: 53: 52: 47: 46: 24:, introduced by 189: 188: 184: 183: 182: 180: 179: 178: 164: 163: 157: 146:Chiral algebras 132: 131: 117: 113: 108: 86: 48: 42: 41: 40: 38: 35: 34: 22:chiral homology 12: 11: 5: 187: 177: 176: 162: 161: 155: 130: 129: 110: 109: 107: 104: 103: 102: 97: 92: 85: 82: 51: 45: 9: 6: 4: 3: 2: 186: 175: 172: 171: 169: 158: 156:0-8218-3528-9 152: 148: 147: 142: 138: 134: 133: 127: 125: 120: 115: 111: 101: 98: 96: 93: 91: 88: 87: 81: 79: 75: 71: 67: 65: 49: 31: 27: 23: 19: 145: 123: 114: 73: 68: 21: 15: 70:Jacob Lurie 18:mathematics 106:References 90:Ran space 78:manifolds 168:Category 84:See also 121:at the 64:-scheme 153:  151:ISBN 28:and 126:Lab 72:'s 16:In 170:: 139:; 80:. 20:, 159:. 124:n 50:X 44:D

Index

mathematics
Alexander Beilinson
Vladimir Drinfeld
D X {\displaystyle {\mathcal {D}}_{X}} -scheme
Jacob Lurie
manifolds
Ran space
Chiral Lie algebra
Factorization homology
outline of "On the Classification of Topological Field Theories"
nLab
Beilinson, Alexander
Drinfeld, Vladimir
Chiral algebras
ISBN
0-8218-3528-9
Category
Homological algebra

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