Hi kids, 
and having permission from the senior members who have jumped all the squares,
ok..here we go
...this is an attempt to investigate the meta-physical nature of elakiri members........the method I am using here is to classify elakiri member into two categories..which I name reductive members and non-reductive members..
Oki koki...here goes the definitions...
Reductive member - An Elakiri member, X, is said to be a reductive elakiri member if and only if, X can be reduced to another fundamental elakiri member Y - such that X is really Y.
Non-reductive member- An Elakiri member, X, is said to be a non-reductive member if and ony if, X is fundamentally real.
ihi ihi.....Are you a reductive member or a non-reductive member...
and having permission from the senior members who have jumped all the squares,
ok..here we go
...this is an attempt to investigate the meta-physical nature of elakiri members........the method I am using here is to classify elakiri member into two categories..which I name reductive members and non-reductive members..Oki koki...here goes the definitions...
Reductive member - An Elakiri member, X, is said to be a reductive elakiri member if and only if, X can be reduced to another fundamental elakiri member Y - such that X is really Y.
Non-reductive member- An Elakiri member, X, is said to be a non-reductive member if and ony if, X is fundamentally real.
ihi ihi.
....Are you a reductive member or a non-reductive member...
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maths exam වලට බායි කිව්වා විතරයි. මූත් ගණිතමය පැහැදිලි කිරීම් දැම්මානේ
