⭐ 欢迎来到虫虫下载站! | 📦 资源下载 📁 资源专辑 ℹ️ 关于我们
⭐ 虫虫下载站

📄 3.42.xma.ps

📁 是multiuser detection 这本书的习题解答, 很有用的书.
💻 PS
📖 第 1 页 / 共 3 页
字号:
C04A5AED78FE9238707E03D90FE0017F5BEDE03F02F0140701070387C7FC9138F1C01F02F9148F010315CE9138FB800F02FF14DE6D15FCED00076D5DA24A1303027E5CA2027C1301023C5C023813003D287EA642>I<B539E00FFFE0A32707FE000313006C48EB01FC6F5A00015D7F00005DA2017F495AA2EC8003013F5CA26D6C48C7FCA26E5A010F130EA26D6C5AA2ECF83C01031338A26D6C5AA2ECFEF001005BA2EC7FC0A36E5AA36EC8FCA2140EA2141E141C143C1438A2147800181370127EB45BA2495AA248485AD87E07C9FCEA780EEA3C3CEA1FF8EA07E02B3A7EA630>121 D E /Fh 20 115 df<EC0780140F141FEC3E0014FE495A495A5C495A130F495A495AA249C7FC5B5B1201485AA212075BA2120F5B121FA3485AA4127F5BA512FFB0127FA57F123FA46C7EA3120F7F1207A27F1203A26C7E12007F7F6D7EA26D7E6D7E13076D7E806D7E6D7E143EEC1F80140F1407195A77C329>40D<127012F8127C7EEA3F806C7E6C7E12076C7E7F6C7E6C7EA2137F80133F806D7EA280130FA280130780A36D7EA4807FA51580B01500A55B5CA4495AA35C130F5CA2131F5CA2495A5C137F91C7FC13FEA2485A485A5B485A120F485A485A003EC8FC5A5A1270195A7AC329>I<EA0FC0EA1FE0EA3FF0EA7FF8EAFFFCA6EA7FF8EA3FF0EA1FE0EA0FC00E0E798D1D>46D<903803FF80013F13F890B512FE00036E7E4881260FF80F7F261FC0037F4848C67F486C6D7E6D6D7E487E6D6D7EA26F1380A46C5A6C5A6C5A0007C7FCC8FC4B1300A25E153F5E4B5AA24B5A5E4A5B4A5B4A48C7FC5D4A5AEC1FE04A5A4A5A9139FF000F80EB01FC495A4948EB1F00495AEB1F8049C7FC017E5C5B48B7FC485D5A5A5A5A5AB7FC5EA4293C7BBB34>50D<903801FFE0010F13FE013F6D7E90B612E04801817F3A03FC007FF8D807F06D7E82D80FFC131F6D80121F7FA56C5A5E6C48133FD801F05CC8FC4B5A5E4B5A4A5B020F5B902607FFFEC7FC15F815FEEDFFC0D9000113F06E6C7E6F7E6F7E6F7E1780A26F13C0A217E0EA0FC0487E487E487E487EA317C0A25D491580127F49491300D83FC0495A6C6C495A3A0FFE01FFF86CB65A6C5DC61580013F49C7FC010313E02B3D7CBB34>I<ED01F815031507A2150F151F153FA2157F15FF5C5CA25C5CEC1FBFEC3F3F143E147C14FCEB01F814F0EB03E01307EB0FC0EB1F801400133E137E5B485A5B485A1207485A5B48C7FC5A127E5AB812F8A5C8387FF800AA49B612F8A52D3C7DBB34>I<B6051FB512C06F5EA26F5EA2D8003F97C7FC6F16F7A26E6CED01E7A26E6CED03C7A36E6CED0787A26E6CED0F07A26E6C151EA36E6D143CA26E6D1478A26E6D14F0A26F6CEB01E0A36F6CEB03C0A26F6CEB0780A26F6CEB0F00A36F6C131EA26F6D5AA26F6D5AA26F6D5AA393387FF1E0A293383FFBC0A270B45AA37090C7FCA2705AA2705AB600C0031FB612C0A2705AA2705A5A3E7CBD63>77 D<B812F017FF18C018F018FC26003FFCC77FEF1FFF7113807113C07113E0A27113F0A319F8A819F0A34D13E019C05F4D1380053F1300EFFFFE91B712F860188005FCC7FC4ACAFCB3A4B77EA53D3E7DBD47>80D<007FB6013FB512F0A5D8001F01C0D9003FC7FC6D6D147E18FE6D6D5C6D6D495A6D4B5A6F13076D6D5C6E6C495A4D5A6EEB803F6E01C090C8FC6E147E705A6E13F16EEBF9F86EEBFBF0EEFFE0806F5B5F816F7F81836F7F81834B7F4B7F5D83DB3F3F7FED7E1F03FE804B6C7F4A486C7F4A487E0207814B6C7F4A487E4A4880023F6E7E92C76C7F027E804A8201016F7F4A6E7F495A49486E7F010F6F7F4A80B600C0017F90B5FCA5483E7DBD4F>88D<903807FFC0013F13F848B6FC48812607FE037F260FF8007F6DEB3FF0486C806F7EA36F7EA26C5A6C5AEA01E0C8FC153F91B5FC130F137F3901FFFE0F4813E0000F1380381FFE00485A5B485A12FF5BA4151F7F007F143F6D90387BFF806C6C01FB13FE391FFF07F36CEBFFE100031480C6EC003FD91FF890C7FC2F2B7DA933>97 D<13FFB5FCA512077EAFEDFFE0020713FC021FEBFF80027F80DAFF8113F09139FC003FF802F06D7E4A6D7E4A13074A80701380A218C082A318E0AA18C0A25E1880A218005E6E5C6E495A6E495A02FCEB7FF0903AFCFF01FFE0496CB55AD9F01F91C7FCD9E00713FCC7000113C033407DBE3A>I<ECFFF0010713FE011F6D7E017F809039FFE07FE0489038801FF048496C7E48486D7E48486D7E121F491301003F81A2485A6F1380A212FFA290B7FCA401F0C9FCA5127FA27F123FEE0F806C7E161F6C6C15006C6C5C6C6D137E6C9038E001FC6C9038F80FF8013FB55A6D14C0010391C7FC9038007FF8292B7DA930>101 D<903A03FF8007F0013F9038F83FF8499038FCFFFC48B712FE48018313F93A07FC007FC34848EB3FE1001FEDF1FC4990381FF0F81700003F81A7001F5DA26D133F000F5D6C6C495A3A03FF83FF8091B5C7FC4814FC01BF5BD80F03138090CAFCA2487EA27F13F06CB6FC16F016FC6C15FF17806C16C06C16E01207001F16F0393FE000034848EB003F49EC1FF800FF150F90C81207A56C6CEC0FF06D141F003F16E001F0147FD81FFC903801FFC02707FF800F13006C90B55AC615F8013F14E0010101FCC7FC2F3D7DA834>103 D<EA01F8487E487E487E481380A66C13006C5A6C5A6C5AC8FCA913FFB5FCA512077EB3ABB512F8A515407CBF1D>105 D<13FFB5FCA512077EB3B3AFB512FCA5163F7CBE1D>108 D<01FFD91FF8ECFFC0B590B5010713F80203DAC01F13FE4A6E487FDA0FE09026F07F077F91261F003FEBF8010007013EDAF9F0806C0178ECFBC04A6DB4486C7FA24A92C7FC4A5CA34A5CB3A4B5D8FE07B5D8F03FEBFF80A551297CA858>I<01FFEB1FF8B5EBFFFE02036D7E4A80DA0FE07F91381F007F0007013C806C5B4A6D7E5CA25CA35CB3A4B5D8FE0FB512E0A533297CA83A>I<EC7FF0903803FFFE011FEBFFC0017F14F09039FFE03FF8489038800FFC3A03FE0003FE48486D7E000F168048486D13C0A2003F16E049147F007F16F0A400FF16F8AA007F16F0A46C6CECFFE0A2001F16C06C6C491380A26C6C4913003A03FF800FFE6C9038E03FFC6C6CB512F0011F14C0010791C7FC9038007FF02D2B7DA934>I<DA7FE01378902607FFFC13F8011FEBFF01017F14819039FFF81FC3489038E007E74890388003F74890380001FF48487F001F157F5B003F153F5B127F161FA2485AAA127F7FA36C6C143F167F121F6C6C14FF6D5B6C6D5A6CEBC00F6CEBF03F6C6CB512BF6DEBFE3F010713F8010013C091C7FCAC030FB512E0A5333B7DA837>113 D<3901FE01FE00FF903807FF804A13E04A13F0EC3F1F91387C3FF8000713F8000313F0EBFFE0A29138C01FF0ED0FE091388007C092C7FCA391C8FCB3A2B6FCA525297DA82B>I E endTeXDict begin1 0 bop 141 -74 a Fh(Problem)35 b(3.42)h(\(Xiao)s(qiang)f(Ma\))141152 y Fg(F)-8 b(or)31 b(the)g(carrier)e(mo)s(dulated)g(case,)j(the)f(signiture)d(corosscorrelations)j(can)f(b)s(e)g(represen)m(ted)h(b)m(y)1457 356 y(\026)-83 b Ff(\032)1466 371 y Fe(k)r(j)1566356 y Fg(=)25 b Ff(\032)1709 371 y Fe(k)r(j)1799 356y Fg(cos)q(\()p Ff(\036)2010 371 y Fe(k)2073 356 y Fd(\000)20b Ff(\036)2218 370 y Fe(j)2255 356 y Fg(\))p Ff(;)1469b Fg(\(1\))0 560 y(where)30 b Ff(\032)310 575 y Fe(k)r(j)415560 y Fg(are)h(the)g(crosscorrelations)f(without)f(carrier)h(mo)s(dulation)e(in)h(sync)m(hronous)g(systems.)0 673 y(Then,)h(if)f(w)m(e)i(c)m(ho)s(ose)g(an)f(arbitrary)g Ff(\025)25 b(>)g Fg(0)31b(and)e(w)m(e)i(denote)g(the)g(unit)e(step)h(function)f(b)m(y)hFf(u)p Fg(\()p Ff(t)p Fg(\),)h(w)m(e)g(can)g(write)728968 y Ff(P)799 930 y Fe(c)786 990 y(k)916 968 y Fd(\024)83b Ff(E)1158 799 y Fc(2)1158 948 y(4)1213 968 y Ff(u)1280799 y Fc(0)1280 948 y(@)1353 968 y Ff(n)1408 983 y Fe(k)1470968 y Fd(\000)20 b Ff(A)1629 983 y Fe(k)1692 968 y Fg(+)1786887 y Fc(X)1783 1071 y Fe(j)t Fb(6)p Fa(=)p Fe(k)1924968 y Ff(A)1992 982 y Fe(j)2067 968 y Fg(\026)-83 b Ff(\032)2076983 y Fe(k)r(j)2151 968 y Ff(b)2190 982 y Fe(j)2226 799y Fc(1)2226 948 y(A)2299 799 y(3)2299 948 y(5)3784 968y Fg(\(2\))916 1300 y Fd(\024)83 b Ff(E)1158 1131 y Fc(2)11581280 y(4)1213 1300 y Ff(exp)1368 1131 y Fc(0)1368 1280y(@)1441 1300 y Ff(\025n)1549 1315 y Fe(k)1611 1300 yFd(\000)20 b Ff(\025A)1823 1315 y Fe(k)1886 1300 y Fg(+)19801219 y Fc(X)1977 1404 y Fe(j)t Fb(6)p Fa(=)p Fe(k)21181300 y Ff(\025A)2239 1314 y Fe(j)2314 1300 y Fg(\026)-83b Ff(\032)2323 1315 y Fe(k)r(j)2398 1300 y Ff(b)24371314 y Fe(j)2473 1131 y Fc(1)2473 1280 y(A)2546 1131y(3)2546 1280 y(5)3784 1300 y Fg(\(3\))916 1549 y Fd(\024)83b Ff(exp)p Fg(\()p Fd(\000)p Ff(\025A)1437 1564 y Fe(k)14801549 y Fg(\))p Ff(E)5 b Fg([)p Ff(exp)p Fg(\()p Ff(\025n)18951564 y Fe(k)1939 1549 y Fg(\)])2024 1468 y Fc(Y)20141653 y Fe(j)t Fb(6)p Fa(=)p Fe(k)2155 1549 y Ff(E)g Fg([)pFf(exp)p Fg(\()p Ff(\025A)2548 1563 y Fe(j)2624 1549y Fg(\026)-83 b Ff(\032)2633 1564 y Fe(k)r(j)2708 1549y Ff(b)2747 1563 y Fe(j)2784 1549 y Fg(\)])940 b(\(4\))9161854 y(=)83 b Ff(exp)1225 1710 y Fc( )1301 1793 y Ff(\025)13541760 y Fa(2)1393 1793 y Ff(\033)1448 1760 y Fa(2)p 13011833 188 4 v 1372 1917 a Fg(2)1518 1854 y Fd(\000)20b Ff(\025A)1730 1869 y Fe(k)1773 1710 y Fc(!)1864 1773y(Y)1854 1958 y Fe(j)t Fb(6)p Fa(=)p Fe(k)1995 1854 yFf(E)5 b Fg([)p Ff(cosh)p Fg(\()p Ff(\025A)2426 1868y Fe(j)2502 1854 y Fg(\026)-83 b Ff(\032)2511 1869 yFe(k)r(j)2586 1854 y Fg(\)])1138 b(\(5\))916 2160 y(=)83b Ff(exp)1225 2016 y Fc( )1301 2098 y Ff(\025)1354 2065y Fa(2)1393 2098 y Ff(\033)1448 2065 y Fa(2)p 1301 2139V 1372 2222 a Fg(2)1518 2160 y Fd(\000)20 b Ff(\025A)17302175 y Fe(k)1773 2016 y Fc(!)1864 2079 y(Y)1854 2263y Fe(j)t Fb(6)p Fa(=)p Fe(k)2005 2098 y Fg(1)p 2005 213946 4 v 2005 2222 a(2)2060 2160 y(\()p Ff(I)2135 2174y Fa(0)2175 2160 y Fg(\()p Ff(\025A)2331 2174 y Fe(j)23682160 y Ff(\032)2415 2175 y Fe(k)r(j)2490 2160 y Fg(\))h(+)eFf(I)2676 2174 y Fa(0)2716 2160 y Fg(\()p Fd(\000)p Ff(\025A)29432174 y Fe(j)2980 2160 y Ff(\032)3027 2175 y Fe(k)r(j)31022160 y Fg(\)\))612 b(\(6\))916 2467 y Fd(\024)83 b Ff(exp)12252323 y Fc( )1301 2406 y Ff(\025)1354 2373 y Fa(2)13932406 y Ff(\033)1448 2373 y Fa(2)p 1301 2446 188 4 v 13722530 a Fg(2)1518 2467 y Fd(\000)20 b Ff(\025A)1730 2482y Fe(k)1773 2323 y Fc(!)1864 2386 y(Y)1854 2571 y Fe(j)tFb(6)p Fa(=)p Fe(k)1995 2467 y Ff(exp)2150 2323 y Fc( )22262393 y Ff(\025)2279 2360 y Fa(2)2318 2393 y Ff(A)23862360 y Fa(2)2386 2418 y Fe(j)2426 2393 y Ff(\032)24732360 y Fa(2)2473 2420 y Fe(k)r(j)p 2226 2446 323 4 v2364 2530 a Fg(4)2558 2323 y Fc(!)3784 2467 y Fg(\(7\))9162797 y(=)83 b Ff(exp)1225 2629 y Fc(0)1225 2778 y(@)13082736 y Ff(\025)1361 2703 y Fa(2)p 1308 2776 93 4 v 13312860 a Fg(2)1425 2629 y Fc(0)1425 2778 y(@)1498 2797y Ff(\033)1553 2760 y Fa(2)1613 2797 y Fg(+)1714 2736y(1)p 1714 2776 46 4 v 1714 2860 a(2)1787 2717 y Fc(X)17842901 y Fe(j)t Fb(6)p Fa(=)p Fe(k)1925 2797 y Ff(\025)19782760 y Fa(2)2018 2797 y Ff(A)2086 2760 y Fa(2)2086 2820y Fe(j)2125 2797 y Ff(\032)2172 2760 y Fa(2)2172 2820y Fe(k)r(j)2247 2629 y Fc(1)2247 2778 y(A)2340 2797 yFd(\000)20 b Ff(\025A)2552 2812 y Fe(k)2595 2629 y Fc(1)25952778 y(A)3784 2797 y Fg(\(8\))916 3105 y Fd(\024)83 bFf(exp)1225 2961 y Fc( )1291 3105 y Fd(\000)1673 3043y Ff(A)1741 3010 y Fa(2)1741 3070 y Fe(k)p 1372 3084714 4 v 1372 3168 a Fg(2)p Ff(\033)1472 3141 y Fa(2)15323168 y Fg(+)1623 3103 y Fc(P)1710 3191 y Fe(j)t Fb(6)pFa(=)p Fe(k)1856 3168 y Ff(A)1924 3136 y Fa(2)1924 3193y Fe(j)1963 3168 y Ff(\032)2010 3136 y Fa(2)2010 3196y Fe(k)r(j)2095 2961 y Fc(!)3784 3105 y Fg(\(9\))0 3376y(where)30 b(Eq.\(3\),)i(\(6\))f(and)f(\(7\))h(follo)m(w)f(from)16323581 y Ff(u)p Fg(\()p Ff(t)p Fg(\))83 b Fd(\024)g Ff(exp)pFg(\()p Ff(\025t)p Fg(\))p Ff(;)15 b(\025)26 b(>)f Fg(0)pFf(;)1133 b Fg(\(10\))1279 3718 y Ff(E)5 b Fg([)p Ff(exp)pFg(\()p Ff(\025)39 b Fg(\026)-84 b Ff(\032)1651 3733y Fe(k)r(j)1727 3718 y Fg(\)])83 b(=)g Ff(I)2064 3732y Fa(0)2104 3718 y Fg(\()p Ff(\025\032)2239 3733 y Fe(k)r(j)23143718 y Fg(\))p Ff(;)1364 b Fg(\(11\))1585 3927 y Ff(I)16253941 y Fa(0)1665 3927 y Fg(\()p Ff(x)p Fg(\))83 b Ff(<)g(exp)21793783 y Fc( )2255 3865 y Ff(x)2307 3832 y Fa(2)p 22553906 92 4 v 2278 3989 a Fg(4)2356 3783 y Fc(!)2437 3927y Ff(;)1276 b Fg(\(12\))0 4191 y(resp)s(ectiv)m(ely)-8b(.)1927 5364 y(1)p eop enduserdict /end-hook known{end-hook}if

⌨️ 快捷键说明

复制代码 Ctrl + C
搜索代码 Ctrl + F
全屏模式 F11
切换主题 Ctrl + Shift + D
显示快捷键 ?
增大字号 Ctrl + =
减小字号 Ctrl + -