382
DOC. 14 EINSTEIN
AND BESSO
MANUSCRIPT
[p.
11]
dr
2K
J(r-r')
()()()
1
+ 1
a
1
d
c
a
1
2k
- -c
a
a
1
1
+
1
bd
4
c2
[eq.
81]
6)
[53]
[54]
Jr(l+a-
+
ßi)
r
r
7(r-r,)
(r2-r)
(r-r') (r-r")
=
I
[eq. 82]
[55]
l
l
dr
rj{r-rx)
(r2-r)
r
2
r"
2
j
, (l-7) (1--)
(1
+
a- +
)ß-^)
Faktor auf
°o
Kl.
erster
Ordnung
berechnet
1
+Ur'
+ r")
l (1+ot-)r
/
[eq.
83]
r
+.
r
1
1
+ (cc+
-)-
a
[eq. 84]
/
=
dr(
1
+a-)
/
-l
1
+
a-
r
-n) (r,-
J-r4
+
ar^
+
br2
+
er
+
d
dr
[eq.
85]
^7t
7rlr2
i
1
/
1
w l +
=
(-1
+
-)(X
+
o
2
T| r2
2
/ //
_
r
+.
r
)
[56]
-/
c
d
r\
+
r2
+
r'
+
r"
r\r2 + (rl +r2)
(r'
+ r")
r
I
r2 (
r'
+
r")
0
[57]
[eq. 86] c0B
(dr(\-A~r)
(,E2
-
Cq)
r4 +
A (2cq
-
E1) r3 +
a1(\cI-Ie^-b2cI
r2 +
2B2c2Ar
-7/4B2c20A2
c0B
2k
Je2
-
E2
Kr2
1
1
/
1 1
. . .
Id.
l +
2{7l+72u~A
+
~2j\
-2A
[59]
[58]
[eq. 87] Jr^72
=
J^c
=
&2
c2-E2
Faktor
1/2
vor
dem
ganzen
Integral vergessen.
[60]