Tree diversity analysis (common statistical methods for ecological and biodiversity studies)

... Tree diversity analysis A manual and software for common statistical methods for ecological and biodiversity studies Roeland Kindt and Richard Coe World Agroforestry Centre, ... Suggested citation: Kindt R and Coe R 2005 Tree diversity analysis A manual and software for common statistical methods for ecological and biodiversity studies Nairobi: World Agroforestry Centre (ICRAF) ... compiled by Roeland Kindt with resources and guidelines for the analysis of ecological and biodiversity information Whereas the Biodiversity Analysis Package provided a range of tools for different...

Báo cáo y học: "Statistical methods for detecting and comparing periodic data and their application to the nycthemeral rhythm of bodily harm: A population based study" ppsx

... each other revealing only two different nycthemeral rhythms We demonstrate that the nycthemeral rhythms on Friday and Saturday are equal and differ significantly from the rhythms of the other ... of the study, analyzed the data and drafted the manuscript UR contributed to the conception and the design of the study TB acquired the data IK contributed to the analysis JK contributed to the ... closely examined We investigate if the seven days of the week show different nycthemeral rhythms of bodily harm Data handling and calculations were performed by Microsoft Excel ® , Matlab ® and...

Statistical Methods for Survival Data Analysis 3rd phần 1 pps

... 0 1 1 1 1 1 0 0 0 0 0 0 0 0 1 0 0 1 0 0 0 0 1 0 1 1 1 1 0 1 1 0 0 0 0 0 0 1 0 0 0 0 0 0 1 1 248 96 11 6 12 0 12 8 95 89 10 4 12 2 225 211 15 0 18 0 400 2 81 167 3 51 127 15 3 17 9 217 17 4 2 51 129 19 0 207 ... lower BMI value 36 10 11 12 13 14 15 16 17 18 19 20 Patient 1 0 0 1 0 1 0 0 0 Status? 12 .4 14 .1 14.4 14 .2 14 .4 12 .4 12 .4 7.0 13 .6 14 .4 12 .4 9.8 0.0 12 .1 14.4 12 .4 14 .4 14 .2 12 .4 13 .7 T 44.0 43.5 ... 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 12 4 58 56 68 79 89 10 7 86 14 2 11 0 96 14 2 86 75 11 7 98 10 5 12 6 43 46 81 133 16 5 17 0; 200; 200; 200; 200; 200; 200; 10 11 12 13 14 15 ...

Statistical Methods for Survival Data Analysis 3rd phần 2 ppsx

... 153 177 181 191 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 20 0; 17 18 19 20 21 22 23 24 25 26 27 28 29 30 13 30 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 — — — — — ... 36.9 24 .2 52 47 40 31 30 28 43 41 35 36 43 49 30 48 39 35 29 36 42 42 36 27 33 49 49 47 37 42 54 50 63 1 0 2 2 2 2 0 2 2 1 1 32 150 134 1 42 124 1 02 134 118 1 92 122 122 1 12 1 42 1 52 1 12 118 1 52 136 ... 46 46 0 2 1 2 0 2 2 1 42 160 122 1 62 1 32 116 1 52 144 98 138 138 184 158 176 118 1 72 1 82 144 1 42 154 122 22 2 150 1 42 128 122 1 62 1 72 1 32 1 12 88 78 68 98 72 60 84 68 68 76 78 80 98 96 72 98 100 90...

Statistical Methods for Survival Data Analysis 3rd phần 3 docx

... Number Dying 555 4 73 435 400 37 1 33 8 285 234 191 1 53 1 13 86 58 35 24 14 8 7 28 31 32 24 27 22 23 18 11 82 30 27 22 26 25 20 11 14 13 5 3 Source: R L Parker et al., JAMA, 131 (2), 95—100 (1946) ... 25,074 49,1 03 1 93, 644 454,972 32 9, 230 279 ,32 7 287,994 269,147 216, 036 157 ,38 5 74,848 16,598 2 ,32 8,284 9.7 Population, n G Oklahoma 1 ,32 5.78 2 13. 01 227.49 36 2.15 418.99 8 63. 98 2,045.52 3, 759. 03 6,012.11 ... G (6) 35 2 133 100 62 49 42 28 12 12 13 Deaths, D G (7) 779.0 634 .5 5 23. 5 451.0 39 0.0 31 4.5 241.0 198.0 161.0 1 23. 0 Survivors, S G (8) Combined Time Periods 1 131 .0 767.5 6 23. 5 5 13. 0 439 .0 35 6.5...

Statistical Methods for Survival Data Analysis 3rd phần 4 pot

... 33662 344 80 35255 35993 36700 37379 38033 38665 39276 39870 40 447 41 008 41 555 42 090 42 612 43 122 43 622 44 112 44 592 25 40 21 41 30 42 33 43 30 44 22 45 10 45 95 46 76 47 55 48 31 49 04 4976 5 045 51 14 5180 5 245 ... 027 649 028087 028513 028927 029330 029723 030107 03 048 3 030850 02 030902 032225 033398 0 344 66 03 545 3 036377 037 249 038077 038866 0396 24 040 352 041 0 54 041 733 042 391 043 030 043 652 044 258 044 848 045 425 ... 0.019610 0.0 248 84 0.03 141 0 0.03 946 0 0. 049 355 0.06 149 1 0.076 345 0.0 945 01 0.1166 74 0. 143 744 0.176698 0.217183 0.266577 0.327080 0 .40 1326 0 .49 2 641 0.605233 0. 744 459 0.917165 1.132 14 1 .40 071 1.73757...

Statistical Methods for Survival Data Analysis 3rd phần 5 pptx

... hazard plot of the data in Example 8.8 Example 8.8 Consider the following survival times in months of 14 patients: 15, 25, 38, 40;, 50 , 55 , 65, 80;, 90, 140, 150 ;, 155 , 250 ;, 252 Figure 8.10 is ... t 32. 15 4.87 5. 71 7 .59 3.02 4 .51 1. 05 9.47 79. 05 2.02 4.26 11. 25 10.34 10.66 12.03 2.64 14.76 1.19 8.66 14.83 5. 62 18.10 25. 74 17.36 1. 35 9.02 6.94 7.26 4.70; 3.70 3.64 3 .57 11.64 6. 25 25. 82 3.88 ... 9 35. 359 , and the MLE of the two parameters in the Weibull distribution are : 5. 002 and : 0 .50 0 and the corresponding log-likelihood 229 — — 0 .50 0 0 .56 1 0 .52 7 0.332 4.739 BA 5. 054 5. 054 5. 002...

Statistical Methods for Survival Data Analysis 3rd phần 6 pdf

... p 0.719 0.2 86 0. 264 0.291 0.005 0.009 0.009 0.2 16 0.185 0.071 0.223 9.143 7.034 5.059 0. 266 46. 443 0.845 0.001 0.171 0.823 0.003 0.008 0.025 0 .60 6 0.000 0.358 0.980 0 .67 9 0. 364 0.3 96 0.280 0.258 ... 9135 .66 9 91 36. 512 91 36. 512 — 4.459@ 5.752A 7.438B 1 .68 6C — 0.035 0.0 16 0.024 0.194 9142 .66 7 91 46. 459 9147.1 06 9145 .66 1 — 9141.230 9145.022 9145 .66 9 9144.512 — ? LL, log-likelihood; LLR, log-likelihood ... replacing in (11 .6. 7) and (11 .6. 4)—(11 .6. 6) with (11 .6. 9), then replacing f (t , b) G and S(t , b) in the likelihood function (11.2.10) by those in (11 .6. 4) and (11 .6. 5) G or (11 .6. 6) The MLE (a...

Statistical Methods for Survival Data Analysis 3rd phần 7 ppsx

... 5 56 57 58 58 59 60 60 61 61 61 61 LEX AGEB M1B M2B AGET M1T M2T CS TR TL 275 275 275 275 57 57 57 57 57 57 57 57 57 57 0 0 0 74 .28 74 .28 74 .28 74 .28 39.52 76 .22 76 .22 76 .22 76 .22 62.41 67. 64 ... partial 310 T 7. 4 7. 9 6.4 7. 1 6.0 6.5 8.3 7. 9 7. 6 8.4 7. 4 7. 7 6.9 7. 2 6.3 7. 4 4.5 7. 0 2.8 7. 2 7. 4 5.2 7. 7 7. 8 7. 6 7. 9 7. 3 ID 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 0 0 0 0 0 0 ... 0. 376 2 0.0253 0. 173 5 91.3662 90 .78 28 0 .72 33 0.3810 0.0256 0. 175 9 91.3558 90 .77 53 0 .71 87 0. 377 6 0.0255 0. 173 9 91.3560 90 .77 55 0 .71 89 0. 377 6 0.0255 0. 174 0 91.2550 90 .71 07 0.6862 0.3440 0.0233 0.1658...

Statistical Methods for Survival Data Analysis 3rd phần 8 docx

... Continued AGE 76.9 75.4 77.9 68. 0 66.2 65 .8 68. 8 68. 0 67.9 67 .8 63.1 61.3 60 .8 61 .8 63.1 60.7 62.2 78. 7 77.4 78. 0 75.2 77 .8 78. 5 78. 5 56.5 58. 8 55.7 57 .8 57.3 55.4 56.9 53.3 50 .8 50.3 55.0 54.4 53.3 ... 0 .80 2 1.269 0.994 1.153 1.609 1.072 0 .88 8 1.321 1.044 0.3 18 0.345 0.420 0.229 1.094 0 .82 3 0 .84 0 1. 081 0 .87 9 0.703 0 .83 6 0.592 1.097 1. 687 3.626 2 .80 7 1.472 1.200 1. 582 2.394 1.3 08 1.121 2. 086 ... 156 1 08 104 135 110 153 141 123 113 143 136 131 132 135 114 DBP LACR HDL LINSUL SMOKE DMS 75 77 86 70 72 80 66 60 54 79 80 78 83 69 73 76 85 85 84 85 70 75 74 81 71 73 77 74 91 94 78 74 89 79...

Statistical Methods for Survival Data Analysis 3rd phần 9 ppsx

... Silvey ( 195 7), McCullagh ( 198 0), Green ( 198 4), McCullagh and Nelder ( 198 9), Hosmer and Lemeshow ( 198 9, 2000), Cox and Snell ( 198 9), Aﬁﬁ and Clark ( 199 0), Agresti ( 199 0), Collett ( 199 1), and Ananth ... 91 91 J\ : 91 91 Iteration Following (A.3), we obtain x : [ (91 ) (91 ) ; 0 (91 )] : 91 x : [ (91 ) (91 ) ; 1 (91 )] : With these values, f : 1, f : 91 , and J: 93 91 J\ : 91 91 Iteration ... G G exp (95 .485 ; 0.019SBP ; 0 .92 5LINSUL ) G G : ; exp (95 .485 ; 0.019SBP ; 0 .92 5LINSUL ) G G exp (96 .753 ; 0.019SBP ; 0 .92 5LINSUL ) G G ; exp (96 .753 ; 0.019SBP ; 0 .92 5LINSUL ) G G Thus, for a person...

Statistical Methods for Survival Data Analysis 3rd phần 10 docx

... Approach Methods of Information in Medicine, 40(4), 288—292 Lee, E T (1980) Statistical Methods for Survival Data Analysis Lifetime Learning Publications, Belmont, CA Lee, E T (1992) Statistical Methods ... Accident Analysis and Prevention, 33(6), 743—751 Lawless, J F (1982) Statistical Methods and Model for Lifetime Data Wiley, New York  501 Lawless, J F (1983) Statistical Methods in ... Breslow, N (1974) Covariance Analysis of Survival Data under the Proportional Hazards Model International Statistical Review, 43, 43—54 Breslow, N E (1975) Analysis of Survival Data under the Proportional...

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