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Engineering topics

Mason, J. D.

Publications and source records attributed to Mason, J. D..

Local theorems for nonidentically distributed lattice random variables.

Derivation of local limit theorems for a sequence X sub n of independent integral-valued lattice random variables involving only a finite number of distinct nondegenerate distributions. Given appropriate sequences A sub n and B sub n of constants such that 1/B sub n (X sub 1 +

Mason, J. D.↗

Local theorems in strengthened form for lattice random variables.

Investigation of some conditions which are sufficient for a sequence of independent integral-valued lattice random variables to satisfy a local theorem in strengthened form. A number of theorems giving the conditions under which the investigated sequence satisfies a local theorem in strengthened form are proven with the aid of lemmas derived by Kruglov (1968).

Mason, J. D.↗

Secondary mission optimization.

Secondary or abort mission maximized subject to primary mission constraints by variational treatment of optimal branched trajectories

Dickerson, W. D.↗

Secondary mission optimization.

Secondary or abort mission maximized subject to primary mission constraints by variational treatment of optimal branched trajectories

Dickerson, W. D.↗