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📄 4.16.linboli.ps

📁 是multiuser detection 这本书的习题解答, 很有用的书.
💻 PS
📖 第 1 页 / 共 5 页
字号:
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[<007F800003FFE00007C1F8001E007C001C003E0038001F0070000F8060000780E00007C0E00007
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[<007F800003FFF00007C1FC000F007E001C003F0038001F8070000F8060000FC0E0000FC0F80007
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1.000000 /cmr12.300 @newfont
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[<0C3F800CFFE00FE1F00F80F80F007C0E003C0E003C0E001E0E001E0E001E0E001E0E001E0E001E
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[<70F8F8F870> 8 5 -4 0 13] 46 @dc
[<0FE0003FF800787C00781E00780F007807007807800003800003C00003C00001C00081E007F9E0
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[<E0E0703818181C0C0C0C7CFCFCF870> 8 15 -4 10 13] 44 @dc
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[<FFE3FF8FFEFFE3FF8FFE0E003800E00E003800E00E003800E00E003800E00E003800E00E003800
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[<01FFF001FFF0000E00000E00000E00000E00000E00000E00000E00FFFFF8FFFFF8E00E00600E00
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[<03F80007FE000F1F001E07803C03803803C07801C07801E07001E07001E0F001E0F001E0F001E0
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cmmi10.300 @sf
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cmr10.300 @sf
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cmbx10.300 @sf
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cmsy10.300 @sf
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cmr10.300 @sf
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cmmi10.300 @sf
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cmmi7.300 @sf
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[<07E00FF81E3C381E781E700F700FF00FF00FF00FF00FF00FF80FF81EFC1CFFFCF7F8F080700078
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1 @bop1
cmr17.300 @sf 445 482 p (Solution)s
21(of)m
21(Problem)m
22(4.16)m
21(for)m
22(ELE533)m
cmr12.300 @sf 886 602 p (Lin)s
98 c
1 r 111 c
16(Li)m
840 699 p (Mar.)s
21(9,)m
17(1999)m
262 847 p (Problem)s
15(4.16)m
cmr10.300 @sf 262 943 p (As)s
12(in)m
12(the)m
12(textb)m
1 r 111 c
1(ok,)m
12(in)m
12 r 97 c
cmmi10.300 @sf 12 r 75 c
cmr10.300 @sf 3(-user)m
13(async)m
(hronous)s
11 r 99 c
(hannel)s
12(the)m
12(whitened)m
13(observ)m
-1(ables)m
262 992 p (are)s
623 1092 p 22 c
cmbx10.300 @sf 620 1093 p 121 c
cmr10.300 @sf 646 1092 p 91 c
cmmi10.300 @sf 105 c
cmr10.300 @sf 93 c
11 r 61 c
cmbx10.300 @sf 12 r 70 c
cmr10.300 @sf ([0])s
cmbx10.300 @sf (Ab)s
cmr10.300 @sf -2 r 91 c
cmmi10.300 @sf 105 c
cmr10.300 @sf 93 c
9 r 43 c
cmbx10.300 @sf 9 r 70 c
cmr10.300 @sf ([1])s
cmbx10.300 @sf (Ab)s
cmr10.300 @sf -1 r 91 c
cmmi10.300 @sf 105 c
cmsy10.300 @sf 9 r 0 c
cmr10.300 @sf 9(1])m
9 r 43 c
12 r 22 c
cmbx10.300 @sf 1259 1093 p 110 c
cmr10.300 @sf 1286 1092 p 91 c
cmmi10.300 @sf 105 c
cmr10.300 @sf 93 c
cmmi10.300 @sf 59 c
cmr10.300 @sf 305(\(1\))m
262 1163 p (where)s
17 r 22 c
cmbx10.300 @sf 381 1164 p 110 c
cmr10.300 @sf 407 1163 p 91 c
cmmi10.300 @sf 105 c
cmr10.300 @sf 93 c
13(is)m
13(indep)m
1(enden)m
116 c
13(Gaussian)m
13(with)m
13(co)m
118 c
-2(ariance)m
12(matrix)m
cmmi10.300 @sf 12 r 27 c
cmr7.300 @sf 1364 1149 p 50 c
cmbx10.300 @sf 1383 1163 p 73 c
cmr10.300 @sf 46 c
18(Because)m
18 r 22 c
cmbx10.300 @sf 1589 1164 p 110 c
cmr10.300 @sf 1615 1163 p 91 c
cmmi10.300 @sf 105 c
cmr10.300 @sf 93 c
13(is)m
262 1213 p (white)s
14(Gaussian,)m
13(the)m
15(maxim)m
-1(um)m
12(lik)m
(el)s
-1(iho)m
1 r 111 c
1 r 100 c
12 r 109 c
(ultiuser)s
13(detector)m
16(selects)m
16(bits)m
1580 1203 p 22 c
cmbx10.300 @sf 1577 1214 p 98 c
cmr10.300 @sf 1618 1213 p (that)s
262 1263 p (minimi)s
-1(zes)m
cmsy10.300 @sf 851 1363 p 107 c
cmr10.300 @sf 3 r 22 c
cmbx10.300 @sf 872 1364 p 121 c
cmsy10.300 @sf 906 1363 p 0 c
cmbx10.300 @sf 10 r 70 c
-4 r 65 c
cmmi7.300 @sf 1009 1369 p 77 c
cmbx10.300 @sf 1047 1354 p 22 c
1046 1364 p 98 c
cmsy10.300 @sf 1072 1363 p 107 c
cmmi10.300 @sf 59 c
cmr10.300 @sf 536(\(2\))m
262 1434 p (where)s
cmbx10.300 @sf 530 1659 p 70 c
cmr10.300 @sf 12 r 61 c
cmex10.300 @sf 615 1526 p 50 c
615 1599 p 54 c
615 1624 p 54 c
615 1649 p 54 c
615 1674 p 54 c
615 1701 p 52 c
cmbx10.300 @sf 664 1559 p 70 c
cmr10.300 @sf ([0])s
cmbx10.300 @sf 65 r 48 c
92 r 48 c
cmmi10.300 @sf 66(:::)m
cmbx10.300 @sf 65 r 48 c
91 r 48 c
664 1609 p 70 c
cmr10.300 @sf ([1])s
cmbx10.300 @sf 40 r 70 c
cmr10.300 @sf ([0])s
cmbx10.300 @sf 66 r 48 c
cmmi10.300 @sf 66(:::)m
cmbx10.300 @sf 65 r 48 c
91 r 48 c
689 1659 p 48 c
66 r 70 c
cmr10.300 @sf ([1])s
cmbx10.300 @sf 41 r 70 c
cmr10.300 @sf ([0])s
cmmi10.300 @sf 40(:::)m
cmbx10.300 @sf 65 r 48 c
91 r 48 c
cmmi10.300 @sf 683 1709 p (:::)s
80(:::)m
79(:::)m
60(:::)m
60(:::)m
79(:::)m
cmbx10.300 @sf 689 1758 p 48 c
91 r 48 c
92 r 48 c
cmmi10.300 @sf 66(:::)m
cmbx10.300 @sf 40 r 70 c
cmr10.300 @sf ([1])s
cmbx10.300 @sf 40 r 70 c
cmr10.300 @sf ([0])s
cmex10.300 @sf 1296 1526 p 51 c
1296 1599 p 55 c
1296 1624 p 55 c
1296 1649 p 55 c
1296 1674 p 55 c
1296 1701 p 53 c
cmmi10.300 @sf 1331 1659 p 58 c
cmr10.300 @sf 298(\(3\))m
cmbx10.300 @sf 262 1845 p 65 c
cmmi7.300 @sf 298 1851 p 77 c
cmr10.300 @sf 345 1845 p (is)s
11(the)m
cmmi10.300 @sf 11 r 75 c
cmr10.300 @sf 3(\(2)m
cmmi10.300 @sf 77 c
cmr10.300 @sf 9 r 43 c
3(1\))m
11(diagonal)m
9(matrix)m
10(whose)m
cmmi10.300 @sf 11 r 107 c
cmr10.300 @sf 4 r 43 c
cmmi10.300 @sf 3(iK)m
cmr10.300 @sf 15(diagonal)m
9(elemen)m
116 c
10(is)m
11(equal)m
11(to)m
cmmi10.300 @sf 262 1894 p 65 c
cmmi7.300 @sf 293 1900 p 107 c
cmr10.300 @sf 313 1894 p 46 c
20 r 22 c
cmbx10.300 @sf 342 1895 p 121 c
cmr10.300 @sf 379 1894 p (is)s
11(the)m
cmmi10.300 @sf 11 r 75 c
cmr10.300 @sf 3(\(2)m
cmmi10.300 @sf 77 c
cmr10.300 @sf 8 r 43 c
3(1\))m
12(outputs)m
11(of)m
11(the)m
11(matc)m
(hed)s
10(\014lter)m
12(bank)m
11(and)m
1396 1884 p 22 c
cmbx10.300 @sf 1393 1895 p 98 c
cmr10.300 @sf 1431 1894 p (is)s
11(the)m
cmmi10.300 @sf 11 r 75 c
cmr10.300 @sf 3(\(2)m
cmmi10.300 @sf 77 c
cmr10.300 @sf 8 r 43 c
262 1944 p (1\))s
13(transmitted)m
15(bits.)m
18(Th)m
(us,)s
12(the)m
15(maxim)m
-1(um)m
12(lik)m
-1(eliho)m
1 r 111 c
1 r 100 c
12(decision)m
1367 1934 p 22 c
cmbx10.300 @sf 1364 1945 p 98 c
cmr10.300 @sf 1404 1944 p (maximizes)s
679 2044 p 50 c
cmbx10.300 @sf 701 2035 p 22 c
700 2045 p 98 c
cmmi7.300 @sf 727 2029 p 84 c
cmbx10.300 @sf 753 2044 p 65 c
cmmi7.300 @sf 789 2050 p 77 c
cmbx10.300 @sf 826 2044 p 70 c
cmmi7.300 @sf 856 2028 p 84 c
cmbx10.300 @sf 883 2044 p 22 c
-25 r 121 c
cmsy10.300 @sf 10 r 0 c
cmbx10.300 @sf 960 2035 p 22 c
958 2045 p 98 c
cmmi7.300 @sf 985 2029 p 84 c
cmbx10.300 @sf 1011 2044 p 65 c
cmmi7.300 @sf 1047 2050 p 77 c
cmbx10.300 @sf 1084 2044 p 70 c
cmmi7.300 @sf 1114 2028 p 84 c
cmbx10.300 @sf 1140 2044 p 70 c
-4 r 65 c
cmmi7.300 @sf 1201 2050 p 77 c
cmbx10.300 @sf 1239 2035 p 22 c
1238 2045 p 98 c
cmmi10.300 @sf 1264 2044 p 58 c
cmr10.300 @sf 365(\(4\))m
262 2115 p (The)s
cmbx10.300 @sf 18 r 70 c
c

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