## Proceedings of the ... International Conference on Offshore Mechanics and Arctic Engineering, Volume 2American Society of Mechanical Engineers, 2001 - Arctic regions |

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Page 166

The computation to find the membership

method . For a

coordinates of the vertices are actually the combinations of n pairs of end points

of interval ...

The computation to find the membership

**function**of Y is done by the vertexmethod . For a

**function**with n variables , there will be 2n vertices . Thecoordinates of the vertices are actually the combinations of n pairs of end points

of interval ...

Page 277

where r is the Gamma

Z with m # 2 and 2 , 70 , is given by [ 17,18 ) , 15 , 6 ) = Read if x > m Z = R - S ( 7 )

The T - transform of individual variable can be written as where 1 ( 8 ) if x ...

where r is the Gamma

**function**. T , ( x ) = 1 if x = m ( 11 ) The Limit State**function**Z with m # 2 and 2 , 70 , is given by [ 17,18 ) , 15 , 6 ) = Read if x > m Z = R - S ( 7 )

The T - transform of individual variable can be written as where 1 ( 8 ) if x ...

Page 439

1 , = 814 ( 27 ) After each inspection the posterior probability density

calculated as : + ( B , 2 , CL ( B , 00,0 ) 1 , ( B , 2 , C ) = ( 28 ) Amar Odmax Comex

Il Sf.68 , ,, C , ( B , a , Cacda , ) dB ) Bminad , min min With this posterior model ...

1 , = 814 ( 27 ) After each inspection the posterior probability density

**function**iscalculated as : + ( B , 2 , CL ( B , 00,0 ) 1 , ( B , 2 , C ) = ( 28 ) Amar Odmax Comex

Il Sf.68 , ,, C , ( B , a , Cacda , ) dB ) Bminad , min min With this posterior model ...

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