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G
>H. H. Germond

H. H. Germond

Expected Coverage with Conventional Bombs When Rectangular Patterns are Employed Against Rectangular Targets

1959
The Circular Coverage Function

1950
An Approximate Solution for a Coverage Problem

1949
An Approximate Solution for a Coverage Problem

1949
Composite targets: n identical elements

1949
Determination of expected coverage and of expected damage: single bomb of large lethal area

1949
Empirical Analysis: Power Series

1949
Expected Coverage When all Bombs Are Aimed at the Center of the Target

1949
Forecast of Production Time

1949
Hermite Polynomials of Imaginary Argument.

1949
An Integral Arising in Vulnerability Studies

1949
Integral of the Guassian Distribution Over an Offset Ellipse.

1949
Successive approximation.

1949
Target Coverage

1949
Target Coverage

1949
An Upper Limit to Cycle-Length in a Sequence of Digit Groups

1949
A circular probability grid

1948
A "semi-Poisson" distribution

1948

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