... ABCPQ forming the angles of a convex solid . I. Solution by the PROPOSER . If we divide the whole of the tetrahedron ... ABCPQ is not convex , either P is within ABCQ or Q within ABCP . These two events are mutually exclusive and ...
... abcpq convex , when it has the reentrant edge ab ? If the affirmative is not admitted , the demonstration may have to be reconsidered ; for Q external to the 4 - edron ABCP will not complete a convex solid ABCPQ in the strict sense ...
... abcpq convex , when it has the reentrant edge ab ? If the affirmative is not admitted , the demonstration may have to be reconsidered ; for Q external to the 4 - edron ABCP will not complete a convex solid ABCPQ in the strict sense ...
... ABCPQ is not convex , either P is within ABCQ or Q within ABCP . These two events are mutually exclusive and equally probable , therefore the chance of ABCPQ being not convex is double the chance of Q being within ABCP . Let h and h - x ...
... abcpq convex , when it has the reentrant edge ab ? If the affirmative is not admitted , the demonstration may have to be reconsidered ; for Q external to the 4 - edron ABCP will not complete a convex solid ABCPQ in the strict sense ...
... abcpq convex , when it has the reentrant edge ab ? If the affirmative is not admitted , the demonstration may have to be reconsidered ; for Q external to the 4 - edron ABCP will not complete a convex solid ABCPQ in the strict sense ...
... ABCPQ of the two string mappings ABC and PQ above and con- sider the class of reduced forms Ac ( ABCPQ ) . From this class , se- lect the mapping that meets the conditions in ( 71 ) , i.e. , the one that is a string mapping . Denote by ...
... abcpq i abcpq (10.2) Similarly, for a three-phase system, in the admittance form ac ia pq a jpq aa ypq ab y pq pq y a Vpq ba bb bc ipq b + pq j b = pq y y pq y pq pq V b (10.3) ca cc i pq c jpq c y pq y cb pq y pq V pq c In the ...