2020 : 
2 : 
16 : Intelligent Automatic Optical
Storage; Updated in
2563 : on
2020 :
2 :
16 : Intelligent Automatic Optical
Storage;
In 2004, while residing in Baltimore, Maryland, USA, this logical algorithm is invented; Also see: Optics;
Hot-swappable Recovery Algorithm; Assume that instruction fetching vector is
from Left to Right;
X,
Y,
Z represent optical storages, computing, and logic ...; Notice that AI rules on
(R3
AND
R6);
This will help to develop AI based automatic recovery system semiconductor
design, (hard core, soft core) algorithms, and ...; And, this can pin point
real time
failure of any of
X,
Y,
Z, ...;
Also see: Materials;
Transistor;
============================================
In electron based SiO2 with basic Boolean logic mode
| TIME |
|
G |
|
R1 | G |
|
R2 | ||||||||||||
| T1 | T | AND | T | T | AND | T | T | ||||||||||||
| T2 | T | AND | T | T | AND | F | F | ||||||||||||
| T3 | T | AND | F | F | AND | T | F | ||||||||||||
| ... | F | AND | T | F | AND | F | F | ||||||||||||
| F | AND | F | F | AND | F | F | |||||||||||||
| F | AND | F | F | AND | T | F | |||||||||||||
| F | AND | T | F | AND | T | F | |||||||||||||
| T | AND | F | F | AND | F | F | |||||||||||||
| R1 | G | R2 | R3 | ||||||||||||||||
| T | OR | T | Ta | ||||||||||||||||
| T | OR | F | Tb | ||||||||||||||||
| F | OR | F | Fc | ||||||||||||||||
| F | OR | F | Fd | ||||||||||||||||
| F | OR | F | Fe | ||||||||||||||||
| F | OR | F | Ff | ||||||||||||||||
| F | OR | F | FO | ||||||||||||||||
| F | OR | F | FP | ||||||||||||||||
| X | Y | R4 | G |
|
R5 | ||||||||||||||
| T | XOR | T | F | XOR | T | T | |||||||||||||
| T | XOR | T | F | XOR | F | F | |||||||||||||
| T | XOR | F | T | XOR | T | F | |||||||||||||
| F | XOR | T | T | XOR | F | T | |||||||||||||
| F | XOR | F | F | XOR | F | F | |||||||||||||
| F | XOR | F | F | XOR | T | T | |||||||||||||
| F | XOR | T | T | XOR | T | F | |||||||||||||
| T | XOR | F | T | XOR | F | T | |||||||||||||
| R4 | G | R5 | R6 | ||||||||||||||||
| F | OR | T | Tg | ||||||||||||||||
| F | OR | F | Fh | ||||||||||||||||
| T | OR | F | Ti | ||||||||||||||||
| T | OR | T | Tj | ||||||||||||||||
| F | OR | F | Fk | ||||||||||||||||
| F | OR | T | Tl | ||||||||||||||||
| T | OR | F | Tq | ||||||||||||||||
| T | OR | T | Tr | ||||||||||||||||
| TN-1 | |||||||||||||||||||
| TN |
|
While CRC, if parity bit signal indicates error, and then "assuming f1, f2, f3, ..., fn-1, fn are files, and w stands for WRITE"; Also see: Oracle's ASM
| for X | for Y | for Z | ||||||||||||
| Yf1 | ←w1 | Xf1 | ||||||||||||
| Zf2 | ←w2 | Xf2 | ||||||||||||
| Yfn-1 | ←wn-1 | Xfn-1 | ||||||||||||
| Zfn | ←wn | Xfx |
| Prompt to Hotswap X Hotswap storage X Swap to reWRITE w1, w2, wn-1, wn Goto CRC |
Prompt to Hotswap Y Hotswap storage Y Swap to reWRITE w1, w2, wn-1, wn Goto CRC |
Prompt to Hotswap Z Hotswap storage Z Swap to reWRITE w1, w2, wn-1, wn Goto CRC |
============================================
In plasma based optical computing with
heterodyne mode
,
for Asimo programmers only
heterodyne X = a -b where a's Hz > b's Hz
heterodyne Y = a + b where a's Hz > b's Hz
non-heterodyne Z = c where ((c's Hz > a's Hz) AND (c's Hz > b's Hz))
Since X, Y are heterodyned, there is no F "XOR behavior" for X and Y
Thus,
if ((Ta = TRUE) AND (Tg = TRUE)) all optical
X,
Y,
Z are normal, and then hotswap calls ...
if ((Fe = FALSE) AND (Fk = FALSE)) all optical
X,
Y,
Z are fail, and then hotswap calls ...
if ((Tb = TRUE) AND (Fh = FALSE)) optical
Z fails, and then hotswap calls ... to hotswap
Z
For advance optical engineer only: Develop d non-heterodyne/dx heterodyne, d non-heterodyne/dy heterodyne, and vice versa ... ;
For Asimo Ukon level engineer only: Solve noise parameter's random vector in mathematical solution while pinpointing global minima energy, global maxima energy, ... [For nama development of humanoid robotic recognition, reasoning, ...];
============================================
Hint for my Seiko kinetic quartz watch, this
pin pointing technique can be used and assigned to any minima X, Y and
global minimum Z where Cartesian x1, x2 boundaries in X axis at temperature
T for a material: probability of changing temperature between x1, and x2
p = min(1, e -((E2-E1)/kT) ), Also see:
Metropolis Algorithm; Note: this is not suitable for optical computing,
however number
...
============================================
Remark: this DOMAIN (allows, provides) this pin pointing technique for further scientific testing purposes with/without computing type architectures. Formula?
...
|
|
|
 |
|
