## Rand ReportRand, 1949 - Research |

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A.S. Householder actual physical situation angle and energy application of random calculate defined dimensional integral energy history equal to f(x evaluation expected value exponential transformation fourth technique g(xi gambling device game of chance gamma ray independent neutrons integral equation ith subs lab L. A. Ohlinger large number marginal distribution mathematical analogue mathematical problem mean free path method neutron is absorbed neutron problem Neutrons are traced number of collisions number of histories number of neutrons numerical integration pair of dice Particle Transmission penetrate the shield penetrated the slab phase space physical in tuition plane slab probability density function probability exp probability of success probability of transmission probable error quota sampling R1 and R2 random numbers random variable lies rough ly ſ ºf scatters to energy section on numerical shown small sample spatial histories stratified sampling T. E. Harris throw type of quota