bibtex | move mathematica to bbl

Author: kolosovpetro

BIBTEX-CITATION.bib

@@ -1,6 +1,7 @@
-@MISC{GithubSource_2022,
+@misc{kolosov_spline_approximation2025,
     author = {Petro Kolosov},
-    title = {{"Github Template" Source files}},
-    howpublished = {Available electronically at \url {https://github.com/kolosovpetro/github-latex-template}},
-    year = {2022}
-}
+    title = {An Efficient Method of Spline Approximation},
+    year = {2025},
+    journal = {{GitHub preprint}},
+    note = {\url{https://kolosovpetro.github.io/pdf/AnEfficientMethodOfSplineApproximation.pdf}}
+}

CHANGELOG.md

@@ -13,6 +13,8 @@ and this project adheres to [Semantic Versioning v2.0.0](https://semver.org/spec
 - Avoid to use 'I' in discussions
 - Fix abstract
 - Minor fixes to improve the flow
+- Move Mathematica programs to bibliography
+- Update bibtex citation
 
 ## [1.0.1] - 2025-02-21
 

out/AnEfficientMethodOfSplineApproximation.bbl

@@ -65,4 +65,10 @@ Petro Kolosov.
   identity}, 2018.
 \newblock \url{https://oeis.org/A316387}.
 
+\bibitem{kolosovpetro_gist}
+Petro Kolosov.
+\newblock Mathematica programs to generate plots and tables, 2025.
+\newblock
+  \url{https://gist.github.com/kolosovpetro/2b5c55094c66b8d6a97b9798be9a8dec}.
+
 \end{thebibliography}

out/AnEfficientMethodOfSplineApproximation.blg

@@ -5,44 +5,44 @@ Reallocating 'name_of_file' (item size: 1) to 6 items.
 The style file: unsrt.bst
 Reallocating 'name_of_file' (item size: 1) to 39 items.
 Database file #1: AnEfficientMethodOfSplineApproximation.bib
-You've used 11 entries,
+You've used 12 entries,
             1791 wiz_defined-function locations,
-            508 strings with 5657 characters,
-and the built_in function-call counts, 1638 in all, are:
-= -- 143
-> -- 44
+            511 strings with 5798 characters,
+and the built_in function-call counts, 1765 in all, are:
+= -- 153
+> -- 48
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-+ -- 22
-- -- 11
-* -- 47
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-add.period$ -- 36
-call.type$ -- 11
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++ -- 24
+- -- 12
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+:= -- 280
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-empty$ -- 207
-format.name$ -- 11
-if$ -- 371
+cite$ -- 12
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+empty$ -- 225
+format.name$ -- 12
+if$ -- 401
 int.to.chr$ -- 0
-int.to.str$ -- 11
+int.to.str$ -- 12
 missing$ -- 3
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-num.names$ -- 11
-pop$ -- 58
+newline$ -- 66
+num.names$ -- 12
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 preamble$ -- 1
 purify$ -- 0
 quote$ -- 0
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+skip$ -- 35
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+while$ -- 16
+width$ -- 14
+write$ -- 130

out/AnEfficientMethodOfSplineApproximation.pdf

@@ -339,3 +339,10 @@ @misc{kolosov2025unexpected
     year = {2025},
     note = {\url{https://kolosovpetro.github.io/pdf/UnexpectedPolynomialIdentity.pdf}}
 }
+
+@misc{kolosovpetro_gist,
+    author = {Petro Kolosov},
+    title = {Mathematica programs to generate plots and tables},
+    year = {2025},
+    note = {\url{https://gist.github.com/kolosovpetro/2b5c55094c66b8d6a97b9798be9a8dec}}
+}

src/AnEfficientMethodOfSplineApproximation.bib

@@ -89,7 +89,7 @@
 
 For the sake of clear and precise verification of results, consider the Mathematica programs to generate
 plots and data tables, so that reader is able to verify the main results of current part of manuscript,
-see the \href{https://gist.github.com/kolosovpetro/2b5c55094c66b8d6a97b9798be9a8dec}{\texttt{link}}.
+see~\cite{kolosovpetro_gist}.
 
 So far we have discussed approximation of odd power function $X^{2m+1}$, now we focus on its even case $X^{2m+2}$
 which is quite straightforward.