PDF-2II.TELEPORTATIONIftherecouldbeteleportation,orteleportage,orwhateveri
Author : yoshiko-marsland | Published Date : 2015-11-07
2001 2TInotherwordsafaircoinis ippedanthevalueofthiscoinisdistributedtobothpartiesWewilloftencallthisasharedsecretrandombitSometimesIwillcallitsharedrandomnessthiswillmakesensewhenwetalkaboutenta
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2II.TELEPORTATIONIftherecouldbeteleportation,orteleportage,orwhateveri: Transcript
2001 2TInotherwordsafaircoinis ippedanthevalueofthiscoinisdistributedtobothpartiesWewilloftencallthisasharedsecretrandombitSometimesIwillcallitsharedrandomnessthiswillmakesensewhenwetalkaboutenta. 1 I 2II 3III 4IV 5V 6VI 7VII 8VIII 9IX 10X 11XI 12XII 20XX 30XXX 40XL 50L 60LX 70LXX 80LXXX 90XC 100C 500D 1000M Now try and do the Roman sums 1 I II 2 VV 3 VIV 4 XV !" # $ % &'())) $'**+, 4thepaperwedenotetheminimizingvectorbym(x),i.e.,m(x),argminu2[0;1]nK(ujn;m)jkx uk12 m :(2)ThefollowingexamplesclarifysomeofthepropertiesoftheKID.Example1:(Sparsesignals)Considerak-sparsesignalx2[0 located under the Calendars section of the courts web site at www.caeb.uscourts.gov andsend it toCourt Callat its facsimile number (8Whether arranged by telephone or by facsimile, the telephone Schedule 2.345C - 2ii)Among the service sector units registered under the Factories Act, 1948, units appearing in the latest ASI frame (i.e., ASI frame 2004-05). iii)Enterprises which have operated f 2II. CHARACTERISTICS OF THE COURSEIn the present article I revisit the data for a course "P201" that I team-taught with Professor RickVanKooten at Indiana University in the Spring of 1995. This course 2II.LATTICESANDFIGURESOFMERITAnn-dimensionallatticeisdenedbyasetofnbasis(column)vectorsg1;:::;gninRn.Thelatticeiscomposedofallintegralcombinationsofthebasisvectors,i.e.,=`=Gi:i2Zn ;(1)whereZ=f0; DPSXV6WXGHQW /LYLQJ LWK 3DUHQW7RWDO7RWDOFDGHPLF HDU x0014FDGHPLF HDU x00147XLWLRQx0007x0016x000Fx0017x0018x0013 x0007x0016x000Fx0017x0018x0013 HHVx0007x001Ax0018x0013 x0007x001Ax0018x0013 RRNVx0007x00
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