Say you have a formula or equation that is infinite and random.\u00a0 Say you have a finite amount of numbers in a row.\u00a0 I would think that one should be able to search that infinite field of random numbers and generate the finite amount of numbers.\u00a0 You would need a starting point and an equation.<\/p>\n
You could use this to compress data.\u00a0 I have a feeling that it would work with quantum computer systems also.\u00a0 That is, in the end, this will apply entirely or partly to a quantum system.\u00a0 Calculations.<\/p>\n
One could even create a equation that would output the data.<\/p>\n
Model infinite numbers via shapes.<\/p>\n
Model finite number via shape<\/p>\n
Match shape inside infinite number.\u00a0 Start by matching only part of finite set to finite set.<\/p>\n
Would work better if infinite number was predicable at distances.<\/p>\n
Checksums may work.<\/p>\n
Having a standard model for finite data would help visualization.\u00a0 IE all data fits pyramid shape.\u00a0 Now find right pyramid.<\/p>\n
Output of finite data = Estimate Index Location (A place to start a search within an infinite number)<\/p>\n
Infinite number can be predictable?\u00a0 Repeats but grows forever.<\/p>\n
Skip Sets.<\/p>\n
1000000101010110010<\/p>\n
-char length\/data size
\n-checksum (nv)<\/p>\n
Describe the data and find the answer.<\/p>\n
Something physical could help also.\u00a0 A device or selected input.<\/p>\n","protected":false},"excerpt":{"rendered":"
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