Alex Isakov explains his design for a #TimeMachine on Medium.com: GYRO 6DoF. Regular #gyroscopes have freedom in some #axes but are constrained in others.

❛❛ the maximum #number of degrees of freedom [DoF] in the #holonomic #system. ❜❜

🔗 https://AlexIsakov-17446.medium.com/gyro-6dof-gyroscope-with-six-degrees-of-freedom-f8aa7258c0db 2020 Nov 29
🔗 https://habr.com/ru/articles/480288/ 2019 Dec 14
🔗 https://www.youtube.com/watch?v=BwneQiH4yXg 2015 Sep 19

#Time #Timelessness #TimeTravel #AlexIsakov #Isakov #GYRO #6DoF #physics #science #engineering #invention #Kronodon

GYRO 6DoF — gyroscope with six degrees of freedom. - Alex Isakov - Medium

First, all the objects and theories described in this article have the status of a hypothetical at the moment. That is, the holographic hypothesis has not been repeatedly confirmed experimentally…

Medium

Two must reads for anyone serious about sequences, computing methodologies, and combinatorial algorithms.

S. Yurkevich, The art of algorithmic guessing in gfun,
https://doi.org/10.5206/mt.v2i1.14421

B. T. Tabuguia, W. Koepf, On the Rep. of Non-Holonomic Univariate Power Series,
https://doi.org/10.5206/mt.v2i1.14315

The examples are primarily aimed at Maple users but the expositions are general enough to give a good start.

#TheArtOfGuessing, #P-recursive sequences, #D-finite functions, #Holonomic, #PowerSeries

The art of algorithmic guessing in gfun | Maple Transactions

In classical #mechanics, the integrability of a system's constraint equations determines whether the system is #holonomic
In classical #mechanics, the integrability of a system's constraint equations determines whether the system is #holonomic