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Sample search results for: ab vattenburna utslaepp

Page:   2  3  4  5 
 
1 7N -glycansitesperSC 7N -glycan sites per SIgA
 

Summary:  ES/MS/MS Pool Glycans Release Glycans Hydrazinolysis PNGase F N or O links N links 2AB label Mass... Hydrazinolysis PNGase F N or O links N links 2AB label MassGU HPLC AU NP RP Mass Spec Fragmentation N- and O... -glycansitesperSIgA Predominantly small glycans with free GlcNAcs 2AB2AB ...

  

Source: Oxford Glycobiology Institute

 

Collection: Chemistry ; Biology and Medicine

 
2 LOOKING FOR A COURSE TO FULFILL YOURLOOKING FOR A COURSE TO FULFILL YOURLOOKING FOR A COURSE TO FULFILL YOURLOOKING FOR A COURSE TO FULFILL YOUR SCIENCE REQUIREMENT?SCIENCE REQUIREMENT?SCIENCE REQUIREMENT?SCIENCE REQUIREMENT?
 

Summary:  no previous Science background. Actuarial Science 1021A/B* Astronomy 1021* Biology 1201A, 1202B, 1225* (Online... ), 1229F/G*, 1290B Calculus 1000A/B, 1100A/B, 1301A/B Chemistry 1027A/B*, 1100A/B Computer Science 1011A/B... *, ...

  

Source: Ma, Bin - Departments of Computer Science & Biochemistry, University of Western Ontario

 

Collection: Biotechnology ; Computer Technologies and Information Sciences

 
3 Demandes de rectification ou d'information faire auprs de Pierre Brard avant le 7/01/2010 dernier dlai GRPE N tudiant CC CC2
 

Summary:  Colle 3 MAT 20800960 12 12 9,00 15,00 12 0 11,667 11 11 13 MAT 20503737 abs abs abs abs abs 0 ##### ABS... ABS ABS MAT 20804774 abs 8,1 7,25 9,00 abs 0 ##### 11 8 ...

  

Source: Bérard, Pierre - Institut Fourier, Université Joseph Fourier Grenoble-I

 

Collection: Mathematics

 
4 The ISCAS89 Benchmark for the Circuit :'s444' Technische Universit at Graz
 

Summary:  [ ab('SIG_ASSIGN_9504(1)') ] 2 [ ab('SIG_ASSIGN_1444(1)') ] 3 [ ab('SIG_ASSIGN_2935(3)') ] 4 [ ab... ('SIG_ASSIGN_763(1)') ] 5 [ ab('SIG_101_4375(1)') ] 6 [ ab('SIG_100_13031(1)') ] 7 [ ab('NOT_7109(1)') ] 8 [ ab... ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
5 cs2me3 Verification Winter 2005 Verification
 

Summary:  . Loop invariant: (y + (a · b) = A · B) # b # 0 1 #12; We want to show: {B # 0}mult(A,B){y = AB} (1... + a(b - 1) = AB # (b - 1) # 0}b=b­1;{y + ab = AB # b # 0} assignment 2 {(y + a) + a(b - 1) = AB # (b... - 1) # 0}y=y+a;{y + ...

  

Source: Soltys, Michael - Department of Computing and Software, McMaster University

 

Collection: Mathematics ; Computer Technologies and Information Sciences

 
6 Problem Set 3 SOLUTIONS cs2me3 Winter 2004 1 fy + a(b 1) = AB ^ (b 1) 0gb=b-1;fy + ab = AB ^ b 0g assignment
 

Summary:  Problem Set 3 SOLUTIONS cs2me3 Winter 2004 Part B, Q1 1 fy + a(b 1) = AB ^ (b 1) #21; 0gb=b-1;fy... + ab = AB ^ b #21; 0g assignment 2 f(y + a) + a(b 1) = AB ^ (b 1) #21; 0gy=y+a;fy + a(b 1) = AB ^ (b 1... ) #21; 0g assignment ...

  

Source: Soltys, Michael - Department of Computing and Software, McMaster University

 

Collection: Mathematics ; Computer Technologies and Information Sciences

 
7 1 Types of reasonings Deduction, Abduction, Learning
 

Summary:  predicates: · Add additioner · Mult multiplier · In1 input 1 · In2 input 2 · Out output · Ab abnormal · Sum... are universally quantified. Behavior of an additioner · Add(x) ¬Ab(x) In1(x, u) In2(x, v) Sum(u, v, w) Out... (x, w) · Add(x) ¬Ab(x) In1(x, u) Out(x, w) Sum(u, v, w) In2(x, v) · Add(x) ...

  

Source: Pencolé, Yannick - Laboratoire d'Analyse et d'Architecture des Systèmes du CNRS

 

Collection: Computer Technologies and Information Sciences

 
8 KRR7: Diagnosis Yannick Pencole
 

Summary:  multiplier In1 input 1 In2 input 2 Out output Ab abnormal Sum sum Prod product #12;Knowledge representation... (x) ¬Ab(x) In1(x, u) In2(x, v) Sum(u, v, w) Out(x, w) Add(x) ¬Ab(x) In1(x, u) Out(x, w) Sum(u, v... , w) In2(x, v) Add(x) ¬Ab(x) Out(x, w) In1(x, u) Sum(u, v, w) In1(x, u) Behavior ...

  

Source: Pencolé, Yannick - Laboratoire d'Analyse et d'Architecture des Systèmes du CNRS

 

Collection: Computer Technologies and Information Sciences

 
9 The ISCAS89 Benchmark for the Circuit :'s641' Technische Universit at Graz
 

Summary:  14375.9 14178 5382.67 13224 15668 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_343_22786(1)') ] 2 [ ab('SIG_ASSIGN_5748(2)') ] 3 [ ab('NOR_22798(1)') ] 4 [ ab('NOT_9770(1)') ] 5... [ ab('SIG_67_4364(2)') ] 6 [ ab('SIG_14_821(1)') ] 7 ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
10 The ISCAS89 Benchmark for the Circuit :'s344' Technische Universit at Graz
 

Summary:  component name 1 [ ab('NOT_13039(1)') ] 2 [ ab('SIG_35_13043(1)') ] 3 [ ab('SIG_ASSIGN_13008(1)') ] 4 [ ab... ('SIG_14_2432(3)') ] 5 [ ab('SIG_12_2343(1)') ] 6 [ ab('SIG_134_14927(2)') ] 7 [ ab('SIG_13_1037(1)') ] 8... [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
11 Double-stranded methylation patterns of a 104-bp L1 promoter in DNAs from fetal fibroblast passages 10, 14, 17, and 22 using barcoded hairpin-
 

Summary:  11-03-06). FETAL FIBROBLASTS, PASSAGE 10 AB255 (98... GCTTAGTTTTTTTTTTTATTGCTTGCGTGGATTTTTTAGCTTAGTGAGGGTGGGCTTATAATGCGAAAAGTTTGGCTGAATTTTTTGCCGCGTGGTTTGTTATGAGTGTG- AB257 (100... --TATTGCTTGCGTGGATTTTTTAGCTTAGTGAGGGTGGGCTTATAATGCGAAAAGTTTGGCTGAATTTTTTGTTGCGTGGTTTGTTATGAGTTTA- AB258 (98

  

Source: Laird, Charles - Department of Biology, University of Washington at Seattle

 

Collection: Biology and Medicine

 
12 The ISCAS89 Benchmark for the Circuit :'s382' Technische Universit at Graz
 

Summary:  23528.5 23559 29986.7 19559 25421 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_24_6846(1)') ] 2 [ ab('SIG_62_8037(2)') ] 3 [ ab('SIG_167_11755(1)') ] 4 [ ab('SIG_ASSIGN_7274... (2)') ] 5 [ ab('SIG_ASSIGN_11715(1)') ] 6 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
13 The ISCAS89 Benchmark for the Circuit :'s208' Technische Universit at Graz
 

Summary:  [ ab('SIG_110_10063(2)') ] 2 [ ab('AND_5571(1)') ] 3 [ ab('SIG_ASSIGN_5134(1)') ] 4 [ ab('SIG_70... _7464(1)') ] 5 [ ab('SIG_17_5165(1)') ] 6 [ ab('SIG_ASSIGN_541(1)') ] 7 [ ab('SIG_65_7351(1)') ] 8 [ ab('SIG_0... _8756(1)') ] ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
14 The ISCAS89 Benchmark for the Circuit :'s344' Technische Universit at Graz
 

Summary:  11934.4 11690 228038.0 10146 13367 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_ASSIGN_1022(1)') ] 2 [ ab('NOT_2339(2)') ] 3 [ ab('SIG_ASSIGN_3732(2)') ] 4 [ ab('SIG_35_13046(1)') ] 5 [ ab... ('AND_9292(1)') ] 6 [ ab('SIG_12_2343(1)') ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
15 The ISCAS89 Benchmark for the Circuit :'s444' Technische Universit at Graz
 

Summary:  1 [ ab('SIG_91_5412(1)') ] 2 [ ab('OR_11372(1)') ] 3 [ ab('SIG_12_2547(1)') ] 4 [ ab('OR_6423... (1)') ] 5 [ ab('SIG_156_8775(1)') ] 6 [ ab('SIG_63_5381(1)') ] 7 [ ab('OR_12775(1)') ] 8 [ ab... ('SIG_ASSIGN_2521(1)') ] 9 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
16 The ISCAS89 Benchmark for the Circuit :'s1494' Technische Universit at Graz
 

Summary:  ): number component name 1 [ ab('OR_42139(1)') ] 2 [ ab('SIG_ASSIGN_3609(2)') ] 3 [ ab('SIG_ASSIGN_26023... (1)') ] 4 [ ab('OR_38172(2)') ] 5 [ ab('SIG_ASSIGN_35491(1)') ] 6 [ ab('SIG_ASSIGN_27987(2)') ] 7 [ ab... ('SIG_599_43374(1)') ] 8 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
17 The ISCAS89 Benchmark for the Circuit :'s820' Technische Universit at Graz
 

Summary:  10978.7 10689 278327.0 8846 14321 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_ASSIGN_13108(2)') ] 2 [ ab('SIG_ASSIGN_1863(1)') ] 3 [ ab('OR_10667(2)') ] 4 [ ab('OR_7739(1)') ] 5 [ ab... ('IF_480(1)') ] 6 [ ab('SIG_32_7742(1)') ] 7 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
18 The ISCAS89 Benchmark for the Circuit :'s510' Technische Universit at Graz
 

Summary:  name 1 [ ab('SIG_ASSIGN_998(2)') ] 2 [ ab('SIG_205_10812(1)') ] 3 [ ab('IF_478(1)') ] 4 [ ab... ('SIG_ASSIGN_4542(1)') ] 5 [ ab('OR_14708(1)') ] 6 [ ab('SIG_204_14696(1)') ] 7 [ ab('NOT_1020(2)') ] 8 [ ab... ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
19 The ISCAS89 Benchmark for the Circuit :'s208 1' Technische Universit at Graz
 

Summary:  1 [ ab('SIG_42_10857(2)') ] 2 [ ab('PROCESS_468(1)') ] 3 [ ab('SIG_98_9966(2)') ] 4 [ ab('NOT_9962... (2)') ] 5 [ ab('SIG_45_3688(2)') ] 6 [ ab('SIG_ASSIGN_5638(1)') ] 7 [ ab('SIG_103_8474(2)') ] 8 [ ab('SIG_69... _7485(1)') ] ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
20 The ISCAS89 Benchmark for the Circuit :'s1488' Technische Universit at Graz
 

Summary:  ): number component name 1 [ ab('NOT_922(2)') ] 2 [ ab('SIG_128_5261(2)') ] 3 [ ab('SIG_ASSIGN_899(2)') ] 4... [ ab('AND_30463(2)') ] 5 [ ab('SIG_127_5752(2)') ] 6 [ ab('SIG_ASSIGN_723(1)') ] 7 [ ab... ('SIG_ASSIGN_5724(2)') ] 8 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences


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21 The ISCAS89 Benchmark for the Circuit :'s526n' Technische Universit at Graz
 

Summary:  component name 1 [ ab('SIG_33_1209(1)') ] 2 [ ab('OR_10154(1)') ] 3 [ ab('SIG_196_12142(1)') ] 4 [ ab('SIG_6... _4802(1)') ] 5 [ ab('OR_12741(1)') ] 6 [ ab('NOT_12138(1)') ] 7 [ ab('SIG_ASSIGN_14871(1)') ] 8 [ ab('NOT_3726... ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
22 MasterControlAbs CircularShifterAbs
 

Summary:  KWIC MasterControlAbs IKwic InputAbs OutputAbs... CircularShifterAbs AlphabetizerAbs ILine ILineIAlphabetize IAlphabetize IKwic IWrite... Out IWriteOut ...

  

Source: Cunningham, Conrad - Department of Computer and Information Science, University of Mississippi

 

Collection: Computer Technologies and Information Sciences

 
23 The ISCAS89 Benchmark for the Circuit :'s1494' Technische Universit at Graz
 

Summary:  ): number component name 1 [ ab('OR_43480(2)') ] 2 [ ab('IF_484(1)') ] 3 [ ab('SIG_ASSIGN_4950(2)') ] 4 [ ab... ('AND_29410(2)') ] 5 [ ab('SIG_608_43468(2)') ] 6 [ ab('SIG_ASSIGN_5005(2)') ] 7 [ ab('SIG_ASSIGN_43415... (2)') ] 8 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
24 The ISCAS89 Benchmark for the Circuit :'s382' Technische Universit at Graz
 

Summary:  [ ab('NOT_14762(1)') ] 2 [ ab('NOT_7832(2)') ] 3 [ ab('NOT_17030(1)') ] 4 [ ab('SIG_ASSIGN_7045... (2)') ] 5 [ ab('SIG_ASSIGN_14731(1)') ] 6 [ ab('NOT_19406(1)') ] 7 [ ab('SIG_ASSIGN_16999(1)') ] 8 [ ab... ('IF_494(1)') ] 9 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
25 professorsinstallationer vid slu 2007 PROFESSORSINSTALLATIONER
 

Summary:  bevisligen minst en biologisk effekt: det smakar sött.Vattenburna smaker spelar en stor roll för olika

  

Source: Sveriges Lantbruksuniversitet (Swedish University of Agricultural Sciences)

 

Collection: Multidisciplinary Databases and Resources

 
26 The ISCAS89 Benchmark for the Circuit :'s641' Technische Universit at Graz
 

Summary:  27549.8 26720 330318.0 22217 33334 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_ASSIGN_7552(3)') ] 2 [ ab('SIG_136_6601(3)') ] 3 [ ab('NOT_9442(2)') ] 4 [ ab('SIG_7_653(2)') ] 5 [ ab... ('SIG_ASSIGN_8650(2)') ] 6 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
27 The ISCAS89 Benchmark for the Circuit :'s713' Technische Universit at Graz
 

Summary:  7433.8 7477 16.538 6465 8317 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_40_24189(2)') ] 2 [ ab('AND_18860(2)') ] 3 [ ab('NOT_14697(1)') ] 4 [ ab('NOT_11583(2)') ] 5 [ ab... ('SIG_39_19172(1)') ] 6 [ ab('OR_23066(1)') ] 7 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
28 No method of ampliative inference respects conditionalization
 

Summary:  conditionalization, it is required that: (5) M(1, 2) is the conditionalization of M(1) on AB. Also, M(1, 2)(A) = .3... : (6) M(1, 3) is the conditionalization of M(1) on ¯AB. Also, M(1, 3)(A) = .3 and M(1, 3) = .8. Now let... ease, let: M(1)(AB) = ab, M(1)(A ¯B) = a¯b, M(1)( ...

  

Source: Osherson, Daniel - Department of Psychology, Princeton University

 

Collection: Biology and Medicine

 
29 The ISCAS89 Benchmark for the Circuit :'s953' Technische Universit at Graz
 

Summary:  [ ab('NOT_22717(1)') ] 2 [ ab('SIG_ASSIGN_14882(2)') ] 3 [ ab('NOT_23341(1)') ] 4 [ ab('AND_14920... (2)') ] 5 [ ab('AND_14696(1)') ] 6 [ ab('SIG_ASSIGN_26024(1)') ] 7 [ ab('SIG_ASSIGN_22693(1)') ] 8 [ ab... ('NOT_15854(1)') ] ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
30 The ISCAS89 Benchmark for the Circuit :'s208 1' Technische Universit at Graz
 

Summary:  1 [ ab('NOT_9648(2)') ] 2 [ ab('NOT_8637(1)') ] 3 [ ab('SIG_105_8656(1)') ] 4 [ ab('SIG_40... _9652(2)') ] 5 [ ab('SIG_ASSIGN_5233(1)') ] 6 [ ab('OR_11645(2)') ] 7 [ ab('SIG_ASSIGN_11599(2)') ] 8 [ ab('SIG_3... _667(1)') ] 9 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
31 Euclid's Elements Proposition 36
 

Summary:  , or in square only, rational, but those that are incommensurable with it irrational. For us, AB... will be the assigned straight line that we call rational. So if a line is commensurable to AB it is rational... and if a line is incommensurable to AB it is irrational. AB and BC are commensurable in square ...

  

Source: Junge, Marius - Department of Mathematics, University of Illinois at Urbana-Champaign

 

Collection: Mathematics

 
32 The ISCAS89 Benchmark for the Circuit :'s386' Technische Universit at Graz
 

Summary:  name 1 [ ab('NOT_4921(2)') ] 2 [ ab('SIG_48_4719(1)') ] 3 [ ab('SIG_ASSIGN_4684(1)') ] 4 [ ab('NOT_1419... (2)') ] 5 [ ab('SIG_10_2144(3)') ] 6 [ ab('AND_5549(3)') ] 7 [ ab('IF_493(1)') ] 8 [ ab('OR_17001(1)') ] 9... [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
33 The ISCAS89 Benchmark for the Circuit :'s1488' Technische Universit at Graz
 

Summary:  ): number component name 1 [ ab('SIG_177_41261(3)') ] 2 [ ab('SIG_135_6025(3)') ] 3 [ ab('SIG_139... _30384(1)') ] 4 [ ab('SIG_331_43603(3)') ] 5 [ ab('NOT_1072(1)') ] 6 [ ab('PROCESS_438(2)') ] 7 [ ab('OR_42667... (3)') ] 8 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
34 The ISCAS89 Benchmark for the Circuit :'s1238' Technische Universit at Graz
 

Summary:  component name 1 [ ab('OR_21713(2)') ] 2 [ ab('SIG_ASSIGN_21681(2)') ] 3 [ ab('SIG_26_2120(2)') ] 4 [ ab... ('SIG_ASSIGN_34924(1)') ] 5 [ ab('SIG_285_34951(1)') ] 6 [ ab('NOT_3444(2)') ] 7 [ ab('SIG_286_34966(1)') ] 8 [ ab... ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
35 Copyright 2006 by the Genetics Society of America CORRIGENDUM
 

Summary:  19 should read x9AB ¼ fð1 ÿ rÞxAB 1 r½x2 AB 1 xABxaB 1 xABxAb 1 1=2ðxABxab 1 xaBxAbÞg=C; x9aB ¼ fð1 ÿ... rÞð1 ÿ saÞxaB 1 r½ð1 ÿ saÞðx2 aB 1 xaBxabÞ 1 xABxaB 1 1=2ðxABxab 1 xaBxAbÞg=C; ...

  

Source: Laboratoire de Génétique et Evolution des Maladies Infectieuses (GEMI), UMR CNRS-IRD 2724 UR 165

 

Collection: Biology and Medicine

 
36 The ISCAS89 Benchmark for the Circuit :'s713' Technische Universit at Graz
 

Summary:  6968.2 6970 64991.0 5371 8117 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('NOT_23252(2)') ] 2 [ ab('NOT_1834(2)') ] 3 [ ab('SIG_159_16850(2)') ] 4 [ ab('SIG_ASSIGN_23228(2)') ] 5 [ ab... ('NOT_7471(2)') ] 6 [ ab('SIG_ASSIGN_22001(2)') ] 7 ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
37 The ISCAS89 Benchmark for the Circuit :'s1196' Technische Universit at Graz
 

Summary:  component name 1 [ ab('NOT_2768(2)') ] 2 [ ab('SIG_ASSIGN_30022(2)') ] 3 [ ab('SIG_ASSIGN_28911(2)') ] 4... [ ab('SIG_ASSIGN_32265(2)') ] 5 [ ab('SIG_62_3938(2)') ] 6 [ ab('NOT_3934(2)') ] 7 [ ab... ('SIG_ASSIGN_1777(2)') ] 8 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
38 The ISCAS89 Benchmark for the Circuit :'s713' Technische Universit at Graz
 

Summary:  4277.1 4114 26449.6 3645 5700 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('NOT_6657(2)') ] 2 [ ab('SIG_ASSIGN_16826(2)') ] 3 [ ab('SIG_ASSIGN_7287(2)') ] 4 [ ab('SIG_157... _7315(2)') ] 5 [ ab('OR_23430(2)') ] 6 [ ab('AND_16862(2)') ] 7 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
39 The ISCAS89 Benchmark for the Circuit :'s386' Technische Universit at Graz
 

Summary:  5676.3 5518 2784.32 4747 6772 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_ASSIGN_3963(3)') ] 2 [ ab('SIG_42_4101(3)') ] 3 [ ab('SIG_ASSIGN_4066(3)') ] 4 [ ab('NOT_3994(3)') ] 5 [ ab... ('SIG_ASSIGN_12306(3)') ] 6 [ ab('AND_13597(3)') ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
40 The ISCAS89 Benchmark for the Circuit :'s641' Technische Universit at Graz
 

Summary:  2904.2 2727 6734.94 2561 3628 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('NOT_1482(2)') ] 2 [ ab('SIG_356_20894(2)') ] 3 [ ab('SIG_ASSIGN_14122(2)') ] 4 [ ab('SIG_12_21248(2)') ] 5... [ ab('SIG_299_14749(2)') ] 6 [ ab('SIG_289_14370(2)') ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences


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41 The ISCAS89 Benchmark for the Circuit :'s526n' Technische Universit at Graz
 

Summary:  [ ab('SIG_33_1211(1)') ] 2 [ ab('NOT_12139(1)') ] 3 [ ab('OR_10141(1)') ] 4 [ ab('SIG_197... _12159(1)') ] 5 [ ab('SIG_ASSIGN_1197(1)') ] 6 [ ab('SIG_ASSIGN_3712(2)') ] 7 [ ab('SIG_32_3068(2)') ] 8 [ ab... ('PROCESS_443(1)') ] ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
42 The ISCAS89 Benchmark for the Circuit :'s382' Technische Universit at Graz
 

Summary:  1222.1 1222 10.89 1140 1290 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_108_11440(1)') ] 2 [ ab('SIG_77_3860(2)') ] 3 [ ab('NOT_11421(1)') ] 4 [ ab('NOT_3488(2)') ] 5 [ ab... ('SIG_ASSIGN_685(1)') ] 6 [ ab('SIG_ASSIGN_3835(2)') ] 7 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
43 SISTEMI LINEARI In[7]:= a 0.003, 59.14 , 5.291, 6.13 ;
 

Summary:  .78 ; ab Join a 1 , b 1 , Join a 2 , b 2 ; MatrixForm a MatrixForm b MatrixForm x MatrixForm ab sys Dot a... .291 x1 6.13 x2 59.17, 46.78 Out[16]= x1 10., x2 1. In[17]:= ab1 ab 1 , ab 2 ab 1 ab 2 1 ab 1 1 ; Matrix... Form ...

  

Source: Demeio, Lucio - Dipartimento di Scienze Matematiche, Università Politecnica delle Marche

 

Collection: Mathematics

 
44 The ISCAS89 Benchmark for the Circuit :'s1488' Technische Universit at Graz
 

Summary:  component name 1 [ ab('SIG_ASSIGN_30371(1)') ] 2 [ ab('SIG_4_8937(2)') ] 3 [ ab('OR_43057(2)') ] 4 [ ab... ('SIG_ASSIGN_723(1)') ] 5 [ ab('SIG_ASSIGN_4962(2)') ] 6 [ ab('NOT_5475(2)') ] 7 [ ab('SIG_10_1176(2)') ] 8 [ ab... ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
45 The ISCAS89 Benchmark for the Circuit :'s349' Technische Universit at Graz
 

Summary:  component name 1 [ ab('SIG_123_13311(2)') ] 2 [ ab('OR_12831(2)') ] 3 [ ab('SIG_ASSIGN_2031(2)') ] 4 [ ab... ('NOT_3695(2)') ] 5 [ ab('IF_494(1)') ] 6 [ ab('SIG_11_763(2)') ] 7 [ ab('AND_7232(2)') ] 8 [ ab('OR_13323... (2)') ] ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
46 The ISCAS89 Benchmark for the Circuit :'s1196' Technische Universit at Graz
 

Summary:  component name 1 [ ab('SIG_395_23603(2)') ] 2 [ ab('NOT_8874(2)') ] 3 [ ab('NOT_28769(1)') ] 4 [ ab... ('AND_33375(1)') ] 5 [ ab('SIG_ASSIGN_12674(2)') ] 6 [ ab('SIG_333_34274(1)') ] 7 [ ab('SIG_258_27584(1)') ] 8... [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
47 The ISCAS89 Benchmark for the Circuit :'s1238' Technische Universit at Graz
 

Summary:  ): number component name 1 [ ab('SIG_ASSIGN_983(2)') ] 2 [ ab('SIG_262_22011(3)') ] 3 [ ab('AND_8975... (3)') ] 4 [ ab('AND_34806(2)') ] 5 [ ab('SIG_22_2068(3)') ] 6 [ ab('SIG_23_997(2)') ] 7 [ ab('SIG_60... _8964(3)') ] 8 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
48 The ISCAS89 Benchmark for the Circuit :'s953' Technische Universit at Graz
 

Summary:  [ ab('SIG_ASSIGN_5679(2)') ] 2 [ ab('SIG_ASSIGN_4690(2)') ] 3 [ ab('SIG_301_18371(2)') ] 4 [ ab... ('OR_11015(2)') ] 5 [ ab('PROCESS_437(2)') ] 6 [ ab('SIG_ASSIGN_18798(2)') ] 7 [ ab('SIG_ASSIGN_807(2)') ] 8... [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
49 The ISCAS89 Benchmark for the Circuit :'s526n' Technische Universit at Graz
 

Summary:  1 [ ab('OR_10156(1)') ] 2 [ ab('SIG_ASSIGN_1198(1)') ] 3 [ ab('SIG_73_3737(2)') ] 4 [ ab... ('SIG_ASSIGN_3043(2)') ] 5 [ ab('SIG_ASSIGN_8028(1)') ] 6 [ ab('SIG_205_14934(1)') ] 7 [ ab('SIG_33_1212(1)') ] 8... [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
50 The ISCAS89 Benchmark for the Circuit :'s1196' Technische Universit at Graz
 

Summary:  ): number component name 1 [ ab('OR_23310(3)') ] 2 [ ab('AND_17667(3)') ] 3 [ ab('SIG_ASSIGN_32265(3)') ] 4... [ ab('SIG_ASSIGN_26520(3)') ] 5 [ ab('SIG_503_32308(3)') ] 6 [ ab('SIG_509_32292(3)') ] 7 [ ab... ('SIG_ASSIGN_1932(3)') ] 8 [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
51 A Simple Proof of the Product Theorem for EP Matrices
 

Summary:  be EP matrices. Then the following are equivalent. (i) AB is EP. (ii) (AB)Ass= 0 and Bss(AB) = 0... . (iii)N(A) N(AB ) and R(AB ) R(B). (iv) N(AB ) = N(A) + N(B) and R(AB ) = R(A) \ R... (B). Proof (i) =) (ii) By (1), ...

  

Source: Koliha, Jerry J. - Department of Mathematics and Statistics, University of Melbourne

 

Collection: Mathematics

 
52 A Simple Proof of the Product Theorem for EP Matrices
 

Summary:  be EP matrices. Then the following are equivalent. (i) AB is EP. (ii) (AB)A = 0 and B (AB) = 0. (iii) N... (A) N(AB) and R(AB) R(B). (iv) N(AB) = N(A) + N(B) and R(AB) = R(A) R(B). Proof (i) = (ii) By (1), AB... = ...

  

Source: Koliha, Jerry J. - Department of Mathematics and Statistics, University of Melbourne

 

Collection: Mathematics

 
53 The ISCAS89 Benchmark for the Circuit :'s510' Technische Universit at Graz
 

Summary:  [ ab('SIG_94_13489(2)') ] 2 [ ab('SIG_189_9762(2)') ] 3 [ ab('SIG_ASSIGN_12223(2)') ] 4 [ ab('NOT_14694... (2)') ] 5 [ ab('SIG_4_6481(2)') ] 6 [ ab('SIG_119_14713(2)') ] 7 [ ab('IF_478(1)') ] 8 [ ab('SIG_ASSIGN_721... (2)') ] 9 ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
54 MTH4107 Introduction to Probability 2010/11 Solutions to Exercise Sheet 3
 

Summary:  ) For this question we need the inclusion-exclusion formula for two events (Proposition 5.6). P(AB) = P(A)+P(B)-P(AB... ) = 2/5+1/2-3/20 = 3/4 (c) Since B is the disjoint union of AB and Ac B, Axiom 3 gives P(B) = P(AB)+ P... (Ac B). Thus P(Ac B) = P(B)-P(AB) = 1/2-3/20 = 7/20 (d) B\A = Ac ...

  

Source: Jackson, Bill - School of Mathematical Sciences, Queen Mary, University of London

 

Collection: Mathematics

 
55 Stability of small periodic waves for the nonlinear Schrodinger equation
 

Summary:  . This determines uniquely the expansion of P, k, # in powers of a and b. Setting W a,b (x) = e i# a,b x P a,b (k a,b... x) , x # R , (2.8) we obtain after straightforward calculations: # a,b = 1 4 (b 2 - a 2 ) +O(a 4 + b... 4 ) , k a,b = 1 - 3 4 (a 2 + b 2 ) +O(a 4 + ...

  

Source: Gallay, Thierry - Institut Fourier, Université Joseph Fourier Grenoble-I

 

Collection: Mathematics

 
56 The ISCAS89 Benchmark for the Circuit :'s1238' Technische Universit at Graz
 

Summary:  component name 1 [ ab('SIG_156_7522(2)') ] 2 [ ab('NOT_4989(2)') ] 3 [ ab('SIG_ASSIGN_19420(2)') ] 4 [ ab... ('SIG_67_7265(2)') ] 5 [ ab('SIG_ASSIGN_5067(2)') ] 6 [ ab('SIG_68_2354(2)') ] 7 [ ab('SIG_48_1732(2)') ] 8... [ ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
57 The ISCAS89 Benchmark for the Circuit :'s953' Technische Universit at Graz
 

Summary:  35400.4 34932 8.0308e6 26975 43902 Obtained Diagnoses (temporal instances): number component name 1 [ ab... ('SIG_ASSIGN_5734(3)') ] 2 [ ab('SIG_24_1276(3)') ] 3 [ ab('OR_26715(3)') ] 4 [ ab('NOT_17916(3)') ] 5 [ ab... ('NAND_17932(3)') ] 6 [ ab('SIG_161_5761(3)') ] 7 ...

  

Source: Technische Universität Graz, Institute for Software Technology

 

Collection: Computer Technologies and Information Sciences

 
58 Supplemental materials to "Reduced Rank Mixed Effects Models for
 

Summary:  standard results for multivari- ate normal distributions. The covariances between ab, ab and Y ab are cov(ab... , Y ab) = D,aT BT ab and cov(ab, Y ab) = VabT ,abBT ab. Since ...

  

Source: Huang, Jianhua - Department of Statistics, Texas A&M University; Zhou, Lan - Department of Statistics, Texas A&M University

 

Collection: Mathematics

 
59 Four common Boolean operators This is a unary operator; the rest are binary operators.
 

Summary:  = 0 double-negation: a = a exclusive-or definition: ab = ab + ab commutative: ab = ba a + b = b + a ab... = ba associative: (ab)c = a(bc) (a + b) + c = a + (b + c) (ab)c = a(bc) distributive: a(b + c) = ...

  

Source: Estrada, Francisco - Thoora; Toronto, University of - Department of Computer Science, Dynamic Graphics Project

 

Collection: Computer Technologies and Information Sciences

 
60 Southwest Missouri State University Department of Residence Life and Services
 

Summary:  ., Springfield, MO 65807-1527 201A,B -- 202A,B 203 204A,B 205 206A,B 207 208A,B -- 209A,B 210 211A,B 212 213A,B... 214 215A,B -- 216A,B 217 218A,B 219 ...

  

Source: Rebaza, Jorge - Department of Mathematics, Missouri State University

 

Collection: Mathematics


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61 LLoosstt AAlluummnnii,, OOlldd TTiimmeerrss CCllaasssseess 11992266--11995599
 

Summary:  Name Degree / Year Cooperman Harriet BED '27 Wolfe Joseph BBA '27 Hanache Jean BS '29 Reuben Victor AB... '29 Runnels Leona AB '29 Weisfeld Israel AB '29 1930's Last Name First Name Graduation Name Degree... / Year Conboy Robert AB '30 Forster William BBA '30 Hammond June AB '30 Lins ...

  

Source: Shyu, Mei-Ling - Department of Electrical and Computer Engineering, University of Miami

 

Collection: Computer Technologies and Information Sciences

 
62 v. de Chlonsv. de Chlons Arch. BourgesArch. Bourges
 

Summary:  Boulogne sgr de Montmorency Seigneur d'Harcourt Ab. LongpontAb. Longpont Ab. St-FaronAb. St-Faron Ab. St... -Médard de SoissonsAb. St-Médard de Soissons Ab. Bois-aux-DamesAb. Bois-aux-Dames Ab. du Lys ...

  

Source: Paris-Sud XI, Université de - Institut d'Optique, Laboratoire Charles-Fabry, Groupe d'Optique Atomique

 

Collection: Physics

 
63 Prof. Jeremy Blanc Dr. Emilie Dufresne
 

Summary:  ) Ring und seien a,b,c A. 1. Zeigen Sie, dass a+b = a+c b = c. 2. Ist a·b = a·c b = c immer richtig? F... Nullring; (b) 0 = 1 in A; (c) A enth¨alt nur ein Element. Aufgabe 3 Seien A,B zwei Ringe und sei : A B... eine Abbildung, so dass (a+b) = (a)+(b) f¨ur alle ...

  

Source: Basel, Universität - Departement Mathematik

 

Collection: Mathematics

 
64 Construire le milieu de [AB] au compas seul (sans rgle). On construit le point A', symtrique de A par rapport B.
 

Summary:  Construire le milieu de [AB] au compas seul (sans règle). 1ière étape. On construit le point A... cercle de centre A et de rayon AB et du cercle de centre A' et de rayon 2 AB. #12;3ième étape. On trace... le cercle de centre D et de rayon AB et le cercle de centre E et de rayon AB, ...

  

Source: Coulombel. Jean-François - Laboratoire Paul Painlevé, Université de Lille

 

Collection: Mathematics

 
65 Seminartermine Experimentelle Medizin 25.10.2011 bis 20.03.2012 Zeit: 16:00 Uhr
 

Summary:  Referent/in 4 25.10.2011 AB Brüggemann Sabine AB Buechle Kerstin LS Häbe Sarah Elena Raum: 2.059 Institut... Medizin III, AG Mertens 08.11.2011 PV Meister Anne AB Messer Mirko LS Pelzer Christin AB Karl Hoffmann... Wiederherstellungschirurgie 06.12.2011 LS Riedesser Simon LS Steinmetz Julia LS Rausch ...

  

Source: Ulm, Universität - Institut für Datenbanken und Informationssysteme

 

Collection: Computer Technologies and Information Sciences

 
66 Intramolecular phase separation of copolymer "bottle brushes": Evidence against a sharp phase transition
 

Summary:  "=" Self-avoiding walks on a simple cubic lattice Partition sum: ZN(qAB) = walk qmAA+mBBq mAB AB... .3087 · Repulsive interaction factor qAB = e-AB/kBT : qAB q AB 0 qAB 0 AB >> · mAA, mBB and ...

  

Source: Hsu, Hsiao-Ping - Institut für Physik, Johannes Gutenberg Universität Mainz

 

Collection: Physics

 
67 Esercizi reti combinatorie e sequenziali
 

Summary:  f = ABC + ABC + ABC + ABC = ABC + ABC + AB(C + C) distributiva = ABC + ABC + AB(1) complemento = ABC... + ABC + AB identità = ABC + ABC + AB + ABC idempotenza = ABC + AC(B + B) + AB distributiva = ABC + AC(1... ) + AB complemento = ABC + AC + AB ...

  

Source: Rossi, Francesca - Dipartimento di Matematica Pura e Applicata, Università degli Studi di Padova

 

Collection: Mathematics

 
68 Characterizing Diagnoses' Johan de Kleer
 

Summary:  that AB(c) is a literal which holds when component c ECOMPS is behaving abnormally. (Some of the model... -based diagnosis literature uses --`OK(c) instead of AB(c) but this is just terminology and does not affect... , abnormality will mean something different. This is reflected in how AB is used in the sentences of SD

  

Source: Mackworth, Alan K. - Department of Computer Science, University of British Columbia; de Kleer, Johan - Palo Alto Research Center (PARC)

 

Collection: Computer Technologies and Information Sciences

 
69 Allozymes, gel electrophoresis and the "Find em and Grind em" era. Alcohol dehydrogenase in pollen of Asclepias syriaca (milkweed)
 

Summary:  -locusFrequency AB Ab aB ab Begin with complete linkage disequilbrium with just AB and ab combinations of alleles... of linkage diseq and we end up with equal freqs of AB Ab aB ab in ...

  

Source: Shore, Joel S. - Department of Biology, York University (Toronto)

 

Collection: Biology and Medicine

 
70 Linkage and Tetrad Analysis
 

Summary:  A A a a A B a b A B a b A A a aB B b b B B b b B B b b Parental Ditype Nonparental Ditype Tetratype PD NPD... T The Three Kinds of Unordered Tetrads from a Aa Bb individual with parents AB & ab ascus >> plate #12;PD NPD... T A A a aB B b b A A a a B B b b A A a aB B b b No ...

  

Source: Doebley, John - Department of Medical Genetics, University of Wisconsin at Madison

 

Collection: Renewable Energy ; Biology and Medicine

 
71 Ranking for Entry into Year 4 Honors Specialization (HSP) modules Calculation of the Weighted Average Honors Specialization
 

Summary:  the Basic Medical Sciences) Weighted Average* Biochemistry Biochemistry 2280A; Biology 2581B; Biology 2244A/B... or Stats 2244A/B; 1.0 course from Chemistry 2213A/B and 2223B, or Chemistry 2273A and 2283G; 1.0 course... from Biology 2382B, Biology 2290F/G, Chemistry 2211A/B, 2214A/B, ...

  

Source: Sinnamon, Gordon J. - Department of Mathematics, University of Western Ontario

 

Collection: Mathematics

 
72 Math 510 Exam 2 Solutions Apr 16, 2007
 

Summary:  on the last page of this exam, you will have to prove it. (a) If ABC then AB AC. Here is a sketch... of the proof: Assume AB AC. Create a point "to the left of" A. Use Axiom 14 to reach a contradiction... ), there exists D such that DAB. Theorem 4 applied to DAB and ABC says DAC. Since AB AB (by Axiom 10) ...

  

Source: Tuba, Imre - Department of Mathematics and Statistics, San Diego State University

 

Collection: Mathematics

 
73 Summary and Outlook 7.1 Summary
 

Summary:  .1 Two prototypes For generic functions fab f (ab · x - ab), the quantities fab and xnfab are computed... as follows: fab = 1 (2)D/2(det(C))1/2 RD f (ab · x - ab) × exp - 1 2 (x - µ)T C-1 (x - µ) dx = 1 (2)D/2(det... (C))1/2 RD f (ab · x + ab · µ - ...

  

Source: Groningen, Rijksuniversiteit - Centre for Ecological and Evolutionary Studies, Department of Marine Benthic Ecology and Evolution,

 

Collection: Biology and Medicine ; Environmental Sciences and Ecology

 
74 Economics Special Topics Courses for 2011-12 The Department of Economics is pleased to present the following courses as Special Topics for the
 

Summary:  -requisites Economics 2261A/B and Economics 2223A/B. This course is considered an essay course. Pre... -requisites: Economics 2261A/B, Economics 2223A/B Economics 3396B-001 ­ The Economics of the Family This course studies... to the pre-requisites Economics 2261A/B, Economics ...

  

Source: Ma, Bin - Departments of Computer Science & Biochemistry, University of Western Ontario

 

Collection: Biotechnology ; Computer Technologies and Information Sciences

 
75 unit = 1 unit = 1 unit = 1 unit = 1 unit = 1 unit = 1
 

Summary:  A B C D AB CD B B B B A B C D A B C D A B C D A B C D A B C D A B C D AB CD A B C D A B C D AB CD A B... C D AB CD B B B B A B C D A B C D A B C D A B C D A B C D A B C D A B C D AB CD A B C D AB CD AB CD... A B C D A B C D A B C D A B C D A B C ...

  

Source: Suárez, Ascánder - Departamento de Computación y Tecnología de la Información, Universidad Simón Bolívar

 

Collection: Computer Technologies and Information Sciences

 
76 Satzung zur nderung von Fachstudien-und Prfungsordnungen in EinFach-und Zwei-Fach-Bachelorstudien-und Masterstudiengngen
 

Summary:  Erlangen-Nürnberg Vom 5. November 2010 Aufgrund von Art. 13 Abs. 1, Art. 43 Abs. 5, Art. 58 Abs. 1 und Art... . 61 Abs. 2 des Bayerischen Hochschulgesetzes (BayHSchG) erlässt die Universität Erlangen- Nürnberg... , Orientalistik und Sozialwissenschaften sowie Archäologische Wissenschaften werden in den ...

  

Source: Gugat, Martin - Mathematisches Institut, Friedrich-Alexander University Erlangen-Nürnberg

 

Collection: Mathematics

 
77 Polynomial-based optical true-time delay devices with microelectromechanical mirror arrays
 

Summary:  as- sume the micromirror at that pixel is tipped to . Light is therefore reflected back into the AB... to the AB White cell. Similarly, if light is coming from mirror B, and the MEM pixel is tipped to , the beam... at least this minimum delay. We call AB the null cell, and the delay incurred in it is in effect subtracted

  

Source: Anderson, Betty Lise - Department of Electrical and Computer Engineering, Ohio State University

 

Collection: Engineering

 
78 A Framework for 3D Object RecognitionA Framework for 3D Object Recognition using the Kernel Constrained Mutualusing the Kernel Constrained Mutual
 

Summary:  ;17 .?/.?/.?/.?/ &('()0&21)3&(()4'42)457698A@B857698A@B857698A@B857698A@B8DCCCCFEHG(GEHG(GEHG(GEHG(G 10()010()01PIQ)41PIQ... )457698A@B857698A@B857698A@B857698A@B8DCCCCSR2G(GR2G(GR2G(GR2G(G ...

  

Source: Fukui, Kazuhiro - Department of Computer Science, University of Tsukuba

 

Collection: Computer Technologies and Information Sciences

 
79 Evaluating Entity ResolutionEvaluating Entity Resolution ResultsResults
 

Summary:  Results R1 = a, b, c, d, efgh R2 = ab, cd, ef, gh G = ab, cd, efgh #12;5 5 Pairwise Recall R1 = a, b, c, d... , efgh R2 = ab, cd, ef, gh G = ab, cd, efgh #12;6 6 Pairwise Recall R1 = a, b, c, d, efgh R2 = ab, cd, ef... , gh G = ab, cd, efgh Pairs: ef, eg, eh, fg, fh, ...

  

Source: Chang, Edward Y. - Department of Electrical and Computer Engineering, University of California at Santa Barbara

 

Collection: Computer Technologies and Information Sciences

 
80 Two-photon interaction with one Coulomb Ladder diagram
 

Summary:  with one Coulomb is given by (leaving out the time integrals) rs|U (y) Cov|ab = - rs dz 2 d4 2 d3 2 d2 2 d1... ab (1) where I34(z) = 0 2k f34(k) z2 - k2 + i f34(k) = - e2 42r34 (1 - 3 · 4) sin(kr34) With sin... ), leaving out the z, integrals and the factor e2 /4 - rs|r s s |Hl|u s |Hl|t tu|1/r12|ab 2k (1 - z - r + ir

  

Source: Lindgren, Ingvar - Institutionen för fysik, Göteborgs Universitet

 

Collection: Physics


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81 Problem Set 3 Due: March 30 cs2me3 Winter 2004 Instructions
 

Summary:  contain the justi#12;cation. Here is an example segment of the proof: 1 fy + a(b 1) = AB ^ (b 1) #21; 0gb... =b-1;fy + ab = AB ^ b #21; 0g assignment 2 f(y + a) + a(b 1) = AB ^ (b 1) #21; 0gy=y+a;fy + a(b 1) = AB... ^ (b 1) ...

  

Source: Soltys, Michael - Department of Computing and Software, McMaster University

 

Collection: Mathematics ; Computer Technologies and Information Sciences

 
82 A&A 446, 733738 (2006) DOI: 10.1051/0004-6361:20053757
 

Summary:  On the dynamics of the AB Doradus system J. C. Guirado1, I. Martí-Vidal1, J. M. Marcaide1, L. M. Close2, J. C... ABSTRACT We present an astrometric analysis of the binary systems AB Dor A /AB Dor C and AB Dor Ba /AB Dor... and they constitute the quadruple AB ...

  

Source: Steward Observatory, Center for Astronomical Adaptive Optics

 

Collection: Physics

 
83 HEURISTIC SEARCH FOR HAMILTON CYCLES
 

Summary:  the conven- tions mentioned above are used (labels of graphs are from 1]): 1. 108] (abc)3 = (ab)2c(ba)2c = e... , ((ab)2ac)2(ba)2bc(ba)5bc(ac)2(ba)5bc(ba)2bc(ab)2ac(ab)4ac(ab)5ac(ba)2bc (ba)2bc(ab)5ac(ab)2 2. 120B... ] (ab)5 = ...

  

Source: Mohar, Bojan - Department of Mathematics, University of Ljubljana & Simon Fraser University

 

Collection: Mathematics

 
84 Biology 2250 Principles of Genetics
 

Summary:  they are on different chromosomes Independent Assortment F1 AaBb X AaBb F2 9 A-B- 3 A-bb 3 aaB- 1 aabb 4 phenotypes AABB... ab 1/4 AB AaBb 1/4 Ab Aabb 1/4 aB aaBb 1/4 ab aabb 4 phenotypes 4 genotypes Fig 6-6 Independent... Assortment Interchromosomal Recombination ...

  

Source: Innes, David J. - Department of Biology, Memorial University of Newfoundland

 

Collection: Environmental Sciences and Ecology

 
85 8. gyakorlat 1. Legyen X a [0, 1] intervallumon egyenletes eloszlasu. Mi lesz Y =
 

Summary:  -norm´alis lesz. Sz´amoljuk ki E-t, ´es D-t! 5. Egy csoportban a 30 di´ak k¨oz¨ul 4-nek van jelese matematik´ab... ´ol ´es fi- zik´ab´ol, 8-nak van jelese matematik´ab´ol ´es 4-ese fizik´ab´ol, 6-nak jelese matematik´ab... ´ol ´es k¨ozepese ...

  

Source: Katalin, Nagy - Institute of Mathematics, Budapest University of Technology and Economics

 

Collection: Mathematics

 
86 Logic of Authentication 1. BAN Logic
 

Summary:  ] Message 1 A S : A, B, nA Message 2 S A : nA, B, kAB, kAB, AkBS kAS Message 3 A B : kAB, AkBS Message 4... B A : nBkAB Message 5 A B : nB 1kAB Nonces are random unpredictable values generated... ] Message 1 A S : A, B, nA Message 2 S A : nA, B, kAB, ...

  

Source: Sandhu, Ravi - Department of Information and Software Engineering, George Mason University

 

Collection: Computer Technologies and Information Sciences

 
87 THE IMPACT OF INTERREGIONAL AND INTRAREGIONAL TRANSPORTATION COSTS
 

Summary:  ) and between regions (AB, BA). The intraregional transportation costs are given by AA and BB , whereas... interregional ones are given by AB BA . We suppose that the intraregional transportation costs are more... then have the following inequality: .BA AB BB AA 2.3. Equilibrium The objective of this model

  

Source: Ecole Polytechnique, Centre de mathématiques

 

Collection: Mathematics

 
88 Part Number Product Family Version Operating System Language Product Type Duration Prezzo in Euro 65083714AB02A00 Acrobat Professional 10 Macintosh Italian AOO License Perpetual 87,50
 

Summary:  65083714AB02A00 Acrobat Professional 10 Macintosh Italian AOO License Perpetual 87,50 65083715AB02A00... Acrobat Professional 10 Windows Italian AOO License Perpetual 87,50 65084271AB02A12 Acrobat Professional... ALL Multiple Platforms Italian New Upgrade Plan 12 Months 13,75 65084271AB02A15 Acrobat ...

  

Source: De Cindio, Fiorella - Dipartimento di Informatica Sistemistica e Comunicazione, Università degli studi di Milano

 

Collection: Computer Technologies and Information Sciences

 
89 Logic and Bayesian Networks Part 2: Logical Encoding of Bayesian Networks
 

Summary:  Encoding of Bayesian Networks 2/ 24 #12;Network Polynomial A B Pr(A, B) a b ab|a a b ab|a a b ab|a a b ab... |a a b abab|a a b abab|a a b abab|a f = abab|a + abab|a + abab|a + abab|a f (e = a) = (0)(1)ab|a + (0... )(1)ab|a + (1)(1)ab|a + ...

  

Source: 

 

Collection: Computer Technologies and Information Sciences

 
90 The abelian case of a combinatorial conjecture of Dicks and Ivanov
 

Summary:  least) i times in the matrix Atr · B. We abbreviate A·1B as AB. We set (A, B) := |A| + |B| - 1 2 |AB... )| }; of course, if A·2B is empty, then |AB| = |A||B| |A||B| - (|A| - 2)(|B| - 2) = 2(A, B) + |AB| - 4 and (A, B... ) 2. Proof by induction on (|B|, |A|). ...

  

Source: Dicks, Warren - Departament de Matemàtiques, Universitat Autònoma de Barcelona

 

Collection: Mathematics

 
91 Properties of the Transformation Semigroupof the Solitaire Stream
 

Summary:  # #, or only n # # in Z n , then denote Z AB n ={#, n # #, A, B}, Z A n ={#,n # #, n # # , A}, Z B n ={#, n... AB n , Z A n , Z B n as Z n . The following standard notation will be used throughout: #. #X# denotes... # #...##k # # ## B ##k # # ##...##n # ##> AB , where # #j# # # # # s #j# for j # #, k # # #, s #j # ## for j

  

Source: International Association for Cryptologic Research (IACR) - Cryptology ePrint Archive

 

Collection: Multidisciplinary Databases and Resources

 
92 Re nements of the Peano kernel theorem Shayne Waldron
 

Summary:  de ned on a;b] f = kX j=0 Djf(a)( ?a)j j! + Z b a Dk+1f(t) ( ?t)k + k! dt; (1:1) where ( )k... +1 a;b]) . The rest of the paper is set out as follows. In Section 2, the general Peano kernel... of Peano kernels corresponding to the nested subspaces of (Ck+1 a;b]) (C a;b]) (C1 a;b]) (Ck ...

  

Source: Waldron, Shayne - Department of Mathematics, University of Auckland

 

Collection: Mathematics

 
93 Cable, Terminal Block, Cable Connector Bulletin 1492 Pre-wired cables
 

Summary:  lengths of 0.5, 1.0, 2.5 and 5.0 m to fit a variety of applications. http://www.ab... .com/industrialcontrols/products/terminal_blocks_and_wiring/ wiring/digital_cables.html 1492 wiring system http://www.ab... ://mms.rockwellautomation.com/idc/groups/multi_media/documents/mul timedia/1492timesaver.wmv #12;2 of 2 Review the catalog of wiring systems. ...

  

Source: Allen, Gale - Department of Electrical and Computer Engineering and Technology, Minnesota State University Mankato

 

Collection: Multidisciplinary Databases and Resources ; Engineering

 
94 M7: Exercise sheet 1 1. Prove directly from axioms (A1)(A9) that, for all a, b, c R,
 

Summary:  M7: Exercise sheet 1 1. Prove directly from axioms (A1)­(A9) that, for all a, b, c R, (a) If ab... = 0 then either a = 0 or b = 0; (b) -(ab) = (-a)b = a(-b); (c) If a + c = b + c then a = b. (d) -(-a... R, a < 0 and b < 0 a + b < 0. (vi) a, b R, a < 0 and 0 < b ab ...

  

Source: Burstall, Fran E. - Department of Mathematical Sciences, University of Bath

 

Collection: Mathematics

 
95 Journal of Pharmacological Sciences 2003 The Japanese Pharmacological Society
 

Summary:  January 8, 2003; Accepted February 3, 2003 Abstract. In Alzheimer's disease, fibrillar amyloid-b (Ab... ) peptides form senile plaques associated with microglia. However, the relationship between Ab peptides... and microglia is not fully understood. In this study, the incubation of Ab1-40 (Ab40) produced ...

  

Source: Durstewitz, Daniel - Research Group Computational Neuroscience, Central Institute of Mental Health,

 

Collection: Computer Technologies and Information Sciences ; Biology and Medicine

 
96 MERIT INSTALLATIONMERIT INSTALLATION TargetTarget
 

Summary:  Magnet Support Beam Target Transporter Common Baseplate Magnet Support Beam AB/ATB-EA ML, le 30/03/07 1... ") to meet CERN facility constraintsy AB/ATB-EA ML, le 30/03/07 2 #12;MERIT INSTALLATIONMERIT INSTALLATION... Layout AB/ATB-EA ML, le 30/03/07 3 #12;MERIT INSTALLATIONMERIT INSTALLATION Cranes and shaft... ...

  

Source: McDonald, Kirk - Department of Physics, Princeton University

 

Collection: Physics

 
97 MDP talk on "Strategic issues facing ABS and MD": My Name is Frank Masci from the Time Series Analysis Section of the!
 

Summary:  MDP talk on "Strategic issues facing ABS and MD": My Name is Frank Masci from the Time Series... Analysis Section of the! Methodology Division. I'll be talking about 2 strategic issues facing the ABS... to the ABS mission regarding: "becoming a! leading national statistical service" (or NSS for short): a lot

  

Source: Masci, Frank - Infrared Processing and Analysis Center, California Institute of Technology

 

Collection: Physics

 
98 A Note on Matrix multiplication. For arbitrary matrices A and B of respective dimensions m n and n p,
 

Summary:  and n × p, C = AB is an m × p matrix whose (i, j)th element is cij = n l=1 ailblj. The product AB... a23 and B = b11 b12 b21 b22 b31 b32 . Then, C = AB = c11 c12 c21 c22 is a 2 × 2 matrix... product AB, we say that B is pre-multiplied by A, and A is post-multiplied by B. Provided all the matrices

  

Source: Ravishanker, Nalini - Department of Mathematics, University of Connecticut

 

Collection: Mathematics

 
99 "A systematic Analysis of Equivalence in Multi-Stage Networks", M. Collier, Journal of Lightwave Technology, 2002.
 

Summary:  µµµ AB kT 1 )( -AB kT µ. µ k µµµ 1 )( -AB kT , kLP AB kT 1- µ k-1. µ... tramline µµµ µµ , µ. µ, ( ) nkforDPTDPT B k ABA k AB k <<= - 0 1 0 , DPk µ... (k)=k. Omega µ ( )k nkDP 1-= . lsb(k)=k. µ butterfly ...

  

Source: Dimakopoulos, Vassilios - Department of Computer Science, University of Ioannina

 

Collection: Computer Technologies and Information Sciences

 
100 COMP364 Lecture Notes January 28th Administrative Stuff
 

Summary:  definition for the formula `A&&B' is that: `A&&B' is true when both `A' is true and `B' is true." Everything... ­ Lecture Notes January 28th , 2008 A B A&&B F F F F T F T F F T T T In order for `A&&B' to be true, both `A... ' and `B' must be true. Hence, if either `A' or `B' ...

  

Source: Perkins, Theodore J. - McGill Centre for Bioinformatics, McGill University

 

Collection: Biology and Medicine ; Computer Technologies and Information Sciences


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