The Impact of T-Consciousness Fields on One-Dimensional Monte Carlo Computations (Integral)

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Mohammad Ali Taheri
Farzad Ahmadkhanlou
Reyhaneh Mahlouji

Keywords

T-Consciousness Fields, Random Numbers, Monte Carlo, Integral

Abstract

The impact of T-Consciousness Fields (TCFs) on Monte-Carlo computations was initially investigated through the patterns obtained from the distribution of random values that were generated by different hardware and software combinations. In this section, we show the effect of TCF1 and TCF2 on the calculations performed for one-dimensional integral problems, where generated values are in the range of zero to one. This is, in fact, one application of the distribution of generated random numbers by which a specific integral in one dimension can be computed. This level of initial progress in the test paved the way for examining the effect of the previous study at a more advanced level. The results show an evident impact of TCF1 on the performed calculations, with an increase of approximately 2% in values close to the analytically predicted solution. Moreover, the total entropy of the interval for sample 1 and sample 2 increased by approximately 3% compared to that of the control.

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