Internet since decades - but no globally searchable data

Abstract

The usability of digital information on the internet strongly depends on its searchability. There are search engines for global language based text search, but language based information representation has only limited value, e.g. concerning reproducibility, comparability, precision. Searchable digital information can be much more. Any piece of digital information is a number sequence. We can define the binary format and value set resp. domain of every number online. Then universal information transport is possible by the online defined "Domain Vector" (DV) data structure: "UL plus number sequence". At this "UL" is an efficient link to the machine readable online definition of the number sequence. The UL also is global identifier of a certain kind of data. The online definition includes additional information, e.g. for similarity comparison of the number sequence. With this a universal numeric search engine can provide precise user defined worldwide search of DVs like in a globalized database. All users can participate. Together we can optimize online definitions and provide defined data as DVs. Initially it is necessary to build a first attractive online presence where users can provide online definitions. We should stay in contact to optimize together the common standard for machine readable online definitions and DVs.

All Physical Information Is Discretely Connected From the Beginning and All Geometrical Appearance Is a Delayed Statistical Consequence

“…It is mentioned that the digital application (2) of (1) has great potential, as this enables the systematic implementation of more and more precisely comparable and globally searchable digital information. This has been addressed in previous publications [3][4][5][6][7][8][9][10]. In this context it was mentioned [3] that the definition (1) also has fundamental consequences for physics.…”

“…There is a lot of literature on information theoretic approaches, also in physics. However, apart from own literature [3][4][5][6][7][8][9][10], there seem to be no other publications with an (exact) informationtheoretic approach resulting from definition (1). In the last publication [3], which delves into the application of (1) in computer science, it has already been pointed out in Section 4.7 that the application of (1) in physics would also be an important topic for further research.…”

“…These must be fixed before. The laws, which follow from the algorithm (6), are valid for all linear combinations of Q(n, k) and Q0(n, k). Certain combinations ( 6) and ( 7) in analytic models with continuous sets of numbers result in derivatives and integrals.…”

We Can Define the Domain of Information Online and Thus Globally Uniformly

“…If an appropriate infrastructure is available, it is sufficient to prefix given digital information (number sequence) with the global pointer to its online definition. I have published [1][2][3][4][5][6][7][8][9][10][11][12][13][14] on this and called the resulting data structure "Domain Vector" or "DV" for short. It has the structure: DV: UL plus number sequence (1) Here, "UL" is a "Uniform Locator" which is an efficient global pointer to the machinereadable, unique online definition of the number sequence.…”

“…However, there was no relevant response. The problem remains and has existed for decades [11]: We cannot define data (number sequences) globally and then compare, share, and search them globally. So there is a significant gap in the basics, which unfortunately cannot be glossed over.…”