[問題] Shankar p194 一問
在下在研究Shankar的Principles of Quantum Mechanics的書~
念到Harmonic(CH7)的部分，有個地方看不太懂，請大家幫忙解惑一下~
在p194，式子7.3.18的下一段有寫到
If we choose C1=0 when n is even (or C0=0 when n is odd) we have finite
polynomial of order n which satisfies the differential equation and behave as
y^n as y → infinity .
這邊我不太懂，例如說n=0和n=1，要怎麼利用這句話得到Hermite polynomial的第一條
和第二條啊...
我的想法：n=0 → ε_0 = 1/2 → C1 = C3 = C5 = ... = 0 → C0 = ?????
n=1 → ε_1 = 3/2 → C0 = C2 = C4 = ... = 0 → C1 = ?????
就有點卡住了...請各位大大幫忙一下，謝謝m(_ _)m
--
※ 發信站: 批踢踢實業坊(ptt.cc)
◆ From: 123.194.32.184
→
03/01 05:31, , 1F
03/01 05:31, 1F
→
03/01 05:32, , 2F
03/01 05:32, 2F
→
03/01 05:35, , 3F
03/01 05:35, 3F
→
03/01 05:36, , 4F
03/01 05:36, 4F
→
03/01 05:36, , 5F
03/01 05:36, 5F
→
03/01 05:39, , 6F
03/01 05:39, 6F
→
03/01 05:40, , 7F
03/01 05:40, 7F
→
03/01 05:40, , 8F
03/01 05:40, 8F
→
03/01 05:42, , 9F
03/01 05:42, 9F
→
03/01 09:35, , 10F
03/01 09:35, 10F
→
03/05 17:04, , 11F
03/05 17:04, 11F