I have included an explanation to Navier-Stokes in the spreadsheet tables. This may not be updated for some time. I have exhausted myself over the past few weeks both working on them, and trying to get anyone to understand the importance. At this point it doesn’t seem to matter to any scientist I find, and I need to work on some other things to maintain sanity. Luckily these other things will also help to provide more proof; though there is so much proof at this point I don’t understand how it is still being ignored. 10/13/2018

These are some math proofs, but there is far more in Letter for Science, and in my notebook as well.

Dirac delta function: “In mathematics, the **Dirac delta function** (**δ function**) is a generalized function or distribution introduced by the physicist Paul Dirac. It is used to model the density of an idealized point mass or point charge as a function equal to zero everywhere except for zero and whose integral over the entire real line is equal to one. **As there is no function that has these properties, the computations made by the theoretical physicists appeared to mathematicians as nonsense until the introduction of distributions by Laurent Schwartz to formalize and validate the computations.**” https://en.wikipedia.org/wiki/Dirac_delta_function

More tangible proof of what I am trying to show. https://www.sciencedaily.com/releases/2018/10/181004110027.htm

The reason this works is because of phase differences, and that is why it doesn’t work so well with these types of objects and light. I have included videos below showing exactly this; done with sine waves.

The videos above are related to the Birch and Swinnerton Q. Here is some more proof of zero definition (Riemann Hypothesis):

Calculated for 12:

0*1267 – (+0*922 + 0*1267(0*345)
= 633.5 – (461 + (((633.5(172.5))/in))) = 258.75 = 258.75 / 1267 *(in / 258.75) = 1 * (( 0 *in ) * in )) / ( 0 *in )) = 1267 |

0*0; – (0*0 + 0*0(0*0)
= .25 – (.25 + (.25(.25);…/.50) = .125 = .125 / 0 *(in / .125) = 1 * (( 0 *in ) * in )) / ( 0 *in )) = 0 |

0*1; – (0*1 + 0*1(0*0)
= .5 – (.5 + (.5(.25);…/1) = .375 = .375 / 1 *(in / .375) = 1 * (( 0 *in ) * in )) / ( 0 *in )) = 1 |

0*2; – (0*1 + 0*2(0*1)
= 1 – (.5 + (1(.5);…/2) = .75 = .75 / 2 *(2 / .75) = 1 * (( 0 *in ) * in )) / ( 0 *in )) = 2 |

0*3; – (0*1 + 0*3(0*2)
= 1.5 – (.5 + (1.5(1);…/3) = -.5 = .5 / 3 *(3 / .5) = 1 * (( 0 *in ) * in )) / ( 0 *in )) = 3 |

0*4; – (0*1 + 0*4(0*3)
= 2 – (.5 + (2(1.5);…/4) = -1.5 = -1.5 / 4 * (4 / -1.5) = 1 * (( 0 *in ) * in )) / ( 0 *in )) = 4 |

0*2761; – (0*1245 + 0*2761(0*1516)
= 1380.5 – (622.5 + (1380.5(758);…/2761) = 378.862731 = 1 * (( 0 *2761 ) * 2761 )) / ( 0 *2761 )) = 2761 |

0*3376547; – (0*1278314 + 0*3376547(0*2098233)
= 1688273.5 – (639157 + (1688273.5(1049116.5);…/3376547) = 524558.25 = 1 * (( 0 *3376547 ) * 3376547 )) / ( 0 *3376547 )) = 3376547 |

0*934; – (0*105 + 0*934(0*829)
= 467 – (52.5 + (467(414.5);…/934) = 621.75 = 621.75 / 934 * (934 / 621.75) = 1 * (( 0 *in ) * in )) / ( 0 *in )) = 934 |