旋转群及洛伦兹群的表示 导论 🔍
卡梅利(M.Carmeli),马林(S.Malin)著;许梅译
北京:科学出版社, 1979, 1979
Chinese [zh] · PDF · 1.7MB · 1979 · 📗 Book (unknown) · 🚀/duxiu/zlibzh · Save
Alternative filename
zlibzh/no-category/卡梅利(M.Carmeli),马林(S.Malin)著;许梅译/旋转群及洛伦兹群的表示 导论_39704623.pdf
Alternative title
新“空军一号”内部设施曝光
Alternative publisher
邯郸晚报
Alternative edition
第06版:国际
metadata comments
Bookmarks: p1 (p1): 1.群论的基本概念
p1-2 (p1): 1.1 群及子群
p1-3 (p2): 1.2 正规子群及商群
p1-4 (p3): 1.3 同构及同态
p2 (p4): 2.表示论的基本概念
p2-2 (p4): 2.1 线性算子
p2-3 (p5): 2.2 群的有限维表示
p2-4 (p6): 2.3 酉表示
p2-5 (p7): 3.1 欧拉角
p2-6 (p7): 3.三维纯旋转群
p3 (p9): 4.特殊酉群SU2
p3-2 (p10): 4.1 群O3与群SU2之间的同态
p4 (p11): 5.群O3及群SU2上的不变积分
p4-2 (p12): 5.1 群O3上的不变积分
p4-3 (p12): 5.2 群SU2上的不变积分
p5 (p13): 6.群O3及群SU2的表示
p5-2 (p14): 6.1 韦耳方法
p5-3 (p14): 6.2 无穷小生成元
p5-4 (p15): 6.3 典范基
p5-5 (p16): 6.4 对应于旋转的酉矩阵
p6 (p18): 7.不可约表示的矩阵元
p6-2 (p19): 7.1 旋量表示
p6-3 (p19): 7.2 表示的矩阵元
p6-4 (p21): 7.3 D?(u)的性质
p7 (p22): 8.无穷小转动的微分算子
p7-2 (p22): 8.1 在函数空间中O3的表示
p7-3 (p25): 8.2 角动量算子
p8 (p27): 9.洛伦兹群
p8-2 (p28): 9.1 正时洛伦兹变换
p8-3 (p29): 10.2 无穷小算子
p9 (p29): 10.无穷小的处理方法
p9-2 (p29): 10.1 无穷小洛伦兹矩阵
p9-3 (p32): 10.3 酉条件
p10 (p35): 11.洛伦兹群的旋量表示
p10-2 (p35): 11.1 群SL(2,c)及洛伦兹群
p10-3 (p36): 11.2 群SL(2,c)的旋量表示
p10-4 (p39): 11.3 旋量表示的无穷小算子
p10-5 (p42): 附录 洛伦兹群的旋量表示
p10-6 (p65): 符号表
p1-2 (p1): 1.1 群及子群
p1-3 (p2): 1.2 正规子群及商群
p1-4 (p3): 1.3 同构及同态
p2 (p4): 2.表示论的基本概念
p2-2 (p4): 2.1 线性算子
p2-3 (p5): 2.2 群的有限维表示
p2-4 (p6): 2.3 酉表示
p2-5 (p7): 3.1 欧拉角
p2-6 (p7): 3.三维纯旋转群
p3 (p9): 4.特殊酉群SU2
p3-2 (p10): 4.1 群O3与群SU2之间的同态
p4 (p11): 5.群O3及群SU2上的不变积分
p4-2 (p12): 5.1 群O3上的不变积分
p4-3 (p12): 5.2 群SU2上的不变积分
p5 (p13): 6.群O3及群SU2的表示
p5-2 (p14): 6.1 韦耳方法
p5-3 (p14): 6.2 无穷小生成元
p5-4 (p15): 6.3 典范基
p5-5 (p16): 6.4 对应于旋转的酉矩阵
p6 (p18): 7.不可约表示的矩阵元
p6-2 (p19): 7.1 旋量表示
p6-3 (p19): 7.2 表示的矩阵元
p6-4 (p21): 7.3 D?(u)的性质
p7 (p22): 8.无穷小转动的微分算子
p7-2 (p22): 8.1 在函数空间中O3的表示
p7-3 (p25): 8.2 角动量算子
p8 (p27): 9.洛伦兹群
p8-2 (p28): 9.1 正时洛伦兹变换
p8-3 (p29): 10.2 无穷小算子
p9 (p29): 10.无穷小的处理方法
p9-2 (p29): 10.1 无穷小洛伦兹矩阵
p9-3 (p32): 10.3 酉条件
p10 (p35): 11.洛伦兹群的旋量表示
p10-2 (p35): 11.1 群SL(2,c)及洛伦兹群
p10-3 (p36): 11.2 群SL(2,c)的旋量表示
p10-4 (p39): 11.3 旋量表示的无穷小算子
p10-5 (p42): 附录 洛伦兹群的旋量表示
p10-6 (p65): 符号表
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metadata comments
类型: 图书
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出版日期: 1979.07
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出版社: 北京:科学出版社
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页码: 66
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开本: 19cm
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类型: 报纸
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报纸名称: 邯郸晚报
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出版日期: 2015.03.04
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版次: 第06版:国际
date open sourced
2024-06-13
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