25 August 2022
A general visualization
Today's blog entry is just a quick graphical overview of the work done so far.
In the following GIF animation the connections between the LXX (in yellow) and SBLGNT
(in cyan) books are shown.
An edge connecting two books means that there is at least one
verified quotation in the SBLGNT book, quoted from the LXX book.
If an edge is labeled with a number, then multiple verified quotations exist.
“Verified” means manual verification here.
(If you have a small screen, it is recommended to download this file first and open
it in a new tab in a full screen sized window.)
This figure was created with the GraphViz
program. The first versions
did not use manual positioning of the nodes. Instead, some random positions
were introduced by GraphViz. Those first figures were too chaotic for
the first glance – thus I decided to fix the positions to communicate
a systematic layout of the books in this presented version.
In the figure, certain nodes are lighter: they play a role among the quotations.
Non-cited LXX books or SBLGNT books that do not contain a verified quotation
are colored somewhat darker.
Some people may find the animation annoying. For them I provide
a static version with all connections (with dotted lines) shown at the same time:
(If you have a small screen, download this file first and open
it in a larger window.)
I presented this figure at the Sunday sermon
of the local Baptist church in Csongrád, Hungary, 21 August 2022,
as a first public communication of my work.
Acknowledgment
My friend Csaba Faragó helped me improve the first version
of this entry.
Continue reading…
- 23 August 2022—Long false positives
- 31 July 2022—Isaiah, a second summary
- 25 July 2022—Matthew, a summary
- 17 July 2022—On the Wuppertal Project, concerning Matthew
- 28 June 2022—Terminals on the web
- 7 April 2022—A summary
- 2 April 2022—Compiling Giac via MSYS2/CLANG32
- 30 March 2022—Isaiah: Part 7
- 23 March 2022—Isaiah: Part 6
- 15 March 2022—Isaiah: Part 5
- 7 March 2022—Isaiah: Part 4
- 2 March 2022—Isaiah: Part 3
- 26 February 2022—Isaiah: Part 2
- 19 February 2022—Isaiah: Part 1
- 15 February 2022—A classification of structure diagrams
- 12 February 2022—Supporting logic with technology: Part 2
- 7 February 2022—The Psalms: Part 2
- 6 February 2022—The Psalms
- 5 February 2022—A summary on the Romans
- 3 February 2022—Non-literal matches in the Romans: Part 2
- 2 February 2022—Non-literal matches: Jaccard distance
- 1 February 2022—Literal matches: the minunique and getrefs algorithms
- 31 January 2022—Literal matches: minimal uniquity and maximal extension
- 26 January 2022—Non-literal matches in the Romans
- 24 January 2022—Developing Giac with Qt Creator on Windows
- 23 January 2022—A student of Gamaliel's
- 20 January 2022—Reproducibility and imperfection
- 17 January 2022—Order in chaos
- 12 January 2022—Web version of bibref
- 2 November 2021—Supporting logic in function calculus
- 28 October 2021—Proving inequalities
- 27 October 2021—Discovering geometric inequalities
- 1 October 2021—Web version of Tarski
- 9 July 2021—Embedding realgeom in GeoGebra
- 26 January 2021—ApplyMap
- 25 January 2021—Comparison improvements
- 29 December 2020—Pete-Dőtsch theorem
- 18 November 2020—Ellipsograph of Archimedes as a simple LEGO construction
- 17 November 2020—Offsets of a trifolium
- 11 November 2020—Explore envelopes easily!
- 31 October 2020—Points attached to an algebraic curve…
- 19 October 2020—Detection of perpendicular lines…
- 6 October 2020—Better language support…
- 29 September 2020—A new GeoGebra version with better angle bisectors…
- 28 September 2020—I restart my blog…
- …newest entry (as of 11 March 2024)
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