# Attributable risk function in the proportional hazards model by Chen Y.Q., Hu C., Wang Y.

By Chen Y.Q., Hu C., Wang Y.

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Nonlinear and non-Gaussian state-space modeling with Monte Carlo simulations

We suggest nonlinear and nonnormal filters according to Monte Carlo simulation suggestions. by way of programming and computational necessities either filters are extra tractable than different nonlinear filters that use numerical integration, Monte Carlo integration with value sampling or Gibbs sampling.

Additional info for Attributable risk function in the proportional hazards model for censored time-to-event

Example text

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In good practice it is about 20%. 8 t ',t\\kkk\,x 10 uj 9 / f I 8 tD 7 b. k,~o:, \ ' , \ \ 6 \\. ~ ~.. ~ J ' ~ 20 22 24 26 28 30 32 HEAT LOSS AS PER CENT OF CALORIFIC VALUE HEAT LOSS IN FLUE GASES FOR NATURAL GAS i 18 | ~t ttl~ 15 ,\ 13 12 li\ \ ttLkk 17 14 L\ \~ ' , i\ \ \x\ ,r ~,\" \ \;, \\ ,,x,oo~ 10 ~ ~ w - \ \ 9 10 12 . \ 16 . 18 20 22 ~~ ~ 24 26 28 30 32 34 HEAT LOSS AS PER CENT OF CALORIFIC VALUE HEAT LOSS IN FLUE GASES FOR TOWN GAS 36 38 Combustion 35 S e n s i b l e h e a t c a r r i e d a w a y by flue g a s e s i :y 14 _ ~ N.

Dif. Evaporators or Condensers One fluid r e m a i n s at a c o n s t a n t t e m p e r a t u r e while changing its state. s ! 3 log10 ~ ts - tl Mixed Flow One of the fluids takes an irregular direction with respect to the other. tal tm -- -- 2 ta2 tl -- t 2 2 Heat t r a n s f e r in the u n s t e a d y s t a t e N e w t o n ' s L a w o f c o o l i n g . In the w a r m i n g and cooling of bodies, the h e a t gain or loss, respectively, is proportional to the difference b e t w e e n the t e m p e r a t u r e s of the body and the surroundings.