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Q3/Documentation/English/Index/_0.cfs

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Q3/Documentation/English/ReferencePages/Symbols/CountsFor.nb

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Q3/Documentation/English/SearchIndex/5/indexMetadata.wl

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<|"IndexedPaths" -> None, "Driver" -> "Lucene",
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"CreationDate" -> DateObject[{2023, 10, 14, 20, 23,
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33.714068`8.280386138594078}, "Instant", "Gregorian", 9.],
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"CreationDate" -> DateObject[{2023, 10, 15, 10, 41,
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23.705808`8.127429745492929}, "Instant", "Gregorian", 9.],
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"Version" -> 5, "Synonyms" -> None, "Method" -> "BM25",
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"Language" -> "English", "ContentFieldOptions" ->
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<|"Title" -> <|"Stored" -> True, "Weight" -> 2|>,
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Q3/Kernel/Abel.wl

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@@ -4,8 +4,8 @@ BeginPackage["Q3`"]
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`Abel`$Version = StringJoin[
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$Input, " v",
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StringSplit["$Revision: 3.63 $"][[2]], " (",
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StringSplit["$Date: 2023-10-14 20:19:14+09 $"][[2]], ") ",
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StringSplit["$Revision: 3.64 $"][[2]], " (",
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StringSplit["$Date: 2023-10-15 10:40:06+09 $"][[2]], ") ",
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"Mahn-Soo Choi"
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];
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@@ -321,7 +321,7 @@ ZeroQ[x_, del_] := (
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(**** <CountsFor> ****)
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CountsFor::usage = "CountsFor[list, {v1,v2,\[Ellipsis]}] gives an association whose keys are v1, v2, \[Ellipsis], and whose values are the number of times those keys appear in list.\nCountsFor[{v1,v2,\[Ellipsis]}] represents the operator form of CountsFor that can be applied to a list."
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CountsFor::usage = "CountsFor[list, {k1,k2,\[Ellipsis]}] gives an association whose keys are k1, k2, \[Ellipsis], and whose values are the number of times those keys appear in list.\nCountsFor[{k1,k2,\[Ellipsis]}] represents the operator form of CountsFor that can be applied to a list.\nCounts is almost the same as Counts, but keys are specified explicitly."
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CountsFor[var_List][obj_List] := CountsFor[obj, var]
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Q3/Kernel/Pauli.wl

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@@ -4,8 +4,8 @@ BeginPackage["Q3`"]
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`Pauli`$Version = StringJoin[
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$Input, " v",
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StringSplit["$Revision: 6.19 $"][[2]], " (",
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StringSplit["$Date: 2023-10-03 17:44:28+09 $"][[2]], ") ",
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StringSplit["$Revision: 6.20 $"][[2]], " (",
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StringSplit["$Date: 2023-10-16 05:56:55+09 $"][[2]], ") ",
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"Mahn-Soo Choi"
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];
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@@ -3240,10 +3240,12 @@ HoldPattern @ Multiply[
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{ bb = Complement[Keys @ b, Keys @ c],
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cc = Complement[Keys @ c, Keys @ b],
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bc = Intersection[Keys @ b, Keys @ c] },
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Dyad[
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KeySort @ CheckJoin[a, KeyTake[c, cc]],
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KeySort @ CheckJoin[d, KeyTake[b, bb]]
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] * BraKet[KeyTake[b, bc], KeyTake[c, bc]]
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Multiply[ pre,
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Dyad[
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KeySort @ CheckJoin[a, KeyTake[c, cc]],
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KeySort @ CheckJoin[d, KeyTake[b, bb]]
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] * BraKet[KeyTake[b, bc], KeyTake[c, bc]],
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post ]
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] /; MultiplyKind[xx] == MultiplyKind[yy]
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HoldPattern @ Multiply[

Q3/PacletInfo.wl

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(* Paclet Info File *)
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(* $Date: 2023-10-14 21:57:10+09 $ *)
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(* $Revision: 2.183 $ *)
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(* $Date: 2023-10-16 05:59:27+09 $ *)
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(* $Revision: 2.184 $ *)
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Paclet[
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"Name" -> "Q3",
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"Version" -> "2.14.10",
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"Version" -> "2.14.11",
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"WolframVersion" -> "12.3+",
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"Updating" -> Automatic,
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"Loading" -> "Startup",

RELEASES.md

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# Release Notes
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## v2.14.11
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- A bug fix concerning Multiply involving Dyad.
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## v2.14.10
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- The arrange order of elements in the basis resulting from BosonBasis has been changed.

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