Boubaker Polynomials/Wikipedia/White Fennec/Rebuttal
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Rebuttal[edit]
This page was subjected, some years ago to three AFDs.
- In the last AFD Wikipedia:Articles for deletion/Boubaker polynomials (3rd nomination), it was stated wordy that: This page doesn't have secondary sources. It was also stated that: 10 secondary, independent and verifiable sources would be OK.
- To the question (of Snottywong) : what is new in the last version?, the simple answer is an invitation to compare the three versions 2007’s AFD, 2008’s AFD 2009’s AFD to that of 2011’s version from which secondary and Tertiary sources are gathered in the following table:
Sources analysis to Boubaker Polynomials, one by one
Source | Kind | locii (Auth./Edit.) | quik link | Attributes |
---|---|---|---|---|
1 | Secondary, independent | Ireland | Full text [1] | Chapter 6, page 23: The Boubaker polynomials |
2 | Secondary, independent | India | Summary[2] | |
3 | Tertiary, independent | USA | Summary[3] | Printed Internaional Scientific Ecyclopedia |
4 | Secondary, independent | Philadelphia,USA | Summary[4] | |
5 | Secondary, independent | Australia | Full text[5] | Downloadable Pdf |
6 | Secondary, independent | Nigeria | Full text[6] | Downloadable Pdf |
7 | Tertiary, independent | India | Entries[7] | more than 20 pages |
8 | Secondary, independent | USA | Summary[8] | Printed Book |
9 | Tertiary, independent | Japan | Summary [9] | (Printed Book, Encyclopedical) |
10 | Secondary, independent | Sweden | Summary [10] | (Elsevier) |
11 | Secondary, independent | Venezuela, Republic of Bolivarian | Summary [11] | (Elsevier) |
12 | Secondary, independent | Turkey | Summary [12] | (Elsevier) |
13 | Secondary, independent | Florida, USA | Full Text [13] | Proceedings, page 40 |
14 | Secondary, independent | USA | Summary & link [14] | (OEIS Journal, Chap 5.) |
15 | Secondary, independent | Netherlands | Summary & link [15] | (Springer) |
16 | Secondary, independent | India | Summary [16] | (Springer) |
17 | Secondary, independent | France, Uzbzkistan | Text [17] | (AIAA, American Inst. of Aeronatics & Astronautics) |
18 | Secondary, independent | Hungary | Summary & link [18] | (Akadémiai Kiadó) |
19 | Secondary, independent | China | Summary & link [19] | (Elsevier) |
20 | Secondary, independent | Egypt | Full Text [20] | (IDOSI, Dubai) |
21 | Secondary, independent | China | Full Text [21] | (Springer) |
22 | Secondary, independent | Romania | Full Text [22] | (Balkan Society of Geometers, Geometry Balkan) |
23 | Secondary, independent | Italy | Full text[23] | (EJTP, Italy) |
24 | Secondary, independent | Singapore | Summary & link [24] | (World Scientific , singapore, UK) |
25 | Tertiary, independent | France | Full Text[25] | WebPage referring to secondary sources |
26 | Tertiary, independent | Spain | Full Text[26] | (ARXIV.ORG: P.24-25:BOUB. POL. Riordan Matrix) |
27 | Secondary, independent | U. K. | Summary & link [27] | (Elsevier, Kidlington, UK (1828) (Revue)) |
28 | Secondary, independent | India | Summary & link [28] | (Soc. Work Res. Netw., India,Page 8: Boub. Pol.) |
29 | Tertiary, independent | Turkey | Summary & link [29] | Citation 27, Page 93 |
30 | Tertiary, independent | Venezuela | Summary & link [30] | Computers & Mathematics with Applications |
31 | Tertiary, independent | Venezuela | Summary & link [31] | A coverage of a secondary source. |
Intervener are requested to find ONE single source (in this table) which is either non-independent, or non-reliable, or non-verifiable (Regardless more than 100 external links given in 2011’s version, 4690 hits in Google and 176 hits in Google Scholar ).