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I found documentation suggesting the Notation package could do this, but if I do: Needs["Notation`"] Symbolize[ParsedBoxWrapper[SubscriptBox["_", "_"]]] x = 1 Subscript[x, 1] I still get: 1 Subscript …

When I'm using Symbolize function, there are some details that I'm not sure. … For example: << Notation` Symbolize[Subscript[q, 1],Subscript[q, 2]];(*I want to declare two symbols with subscript*) Can I type the name "Symbolize[...]" instead of using the Notation Palette？ …

I symbolize subscripted variables with the form TraditionalForm, to enable easy use of TeXForm as suggested here: Needs["Notation`"] Symbolize[ParsedBoxWrapper[SubscriptBox["_", "_"]], WorkingForm … -> TraditionalForm] However: note the following example: rule = f -> ftest; Subscript[f, a] /. rule The rule replaces the "f" in Subscript[f,a]. …

Needs["Notation`"] vars = {Subscript[v, t], Subscript[a, n], Subscript[a, t], \! … \(\*OverscriptBox[\(v\), \(.\)]\), Subscript[v, x], Subscript[v, y], Subscript[v, o]} For[i = 0, i = Length[vars], i++, Symbolize[vars[[i]]] …

FullForm (*symbolize*) << Notation` Symbolize[ ParsedBoxWrapper[ SubscriptBox["s", "_"]]] // Once (*recheck fullform syntax*) Subscript[s, 2] // FullForm (*syntax has changed*) s\[UnderBracket]Subscript … s2 is the only pretty output*) Related Questions However, I really want to get this using the Symbolize[] functionality). …

Symbolize[ ParsedBoxWrapper[ SubscriptBox["γ", "M0"]]]; Symbolize[ ParsedBoxWrapper[ SubscriptBox["M", RowBox[{"c", ".", "y", ".", "Rd"}]]]]; Symbolize[ ParsedBoxWrapper[ SubscriptBox["W", RowBox[{"el … ", ".", "y"}]]]]; Subscript[M, c.y.Rd] = 50; Subscript[W, el.y] = 0.05; Subscript[γ, M0] = 1.2; σ = Subscript[M, c.y.Rd]/(Subscript[W, el.y]/Subscript[γ, M0]) 1199.9999999999998 …

. << Notation` Symbolize[ ParsedBoxWrapper[ SubscriptBox["_", "_"]]] …

I've gotten into the habit of using subscripted variables, invoking the Notation package and Symbolize. … I know that In[2]:= Sum[Subscript[a,i],{i,1,2}] works as I'd like and may have to do, but I'm curious if the subscripted variables entered using Ctrl+_ can be made to work. …

I want to define a vector lets say k containing elements Symbolize[Subscript[k, 1]], k2, k3 ... etc. When I define lets say k4 . I want the symbol automatically added to vector k. … EDIT 1 Symbolize[Subscript[k, _]] Command Symbolizes all subscripts of k e.g. k1 (Subscript[k, 1]), k2 (Subscript[k, 2]) etc. This is fine. …

If it is bigger than one, change variable name by putting everything but the first character as subscript. Symbolize subscipt to avoid issues. … About the symbolization of subscripts I looked up and found this: Needs["Notation`"]; Symbolize[ParsedBoxWrapper[SubscriptBox["_", "_"]]]; For the rest I have not been able to do it mainly because I do …

Creating and saving the variables as symbols works fine: Get["Notation`"] Symbolize[ParsedBoxWrapper[SubscriptBox["_", "_"]]] a⎵Subscript⎵1 = 2 a⎵Subscript⎵test = 3 Names[StringJoin[$Context, … "*"]] Information[a⎵Subscript⎵1, LongForm -> False] Information[a⎵Subscript⎵test, LongForm -> False] Information["a⎵Subscript⎵1", LongForm -> False] Information["a⎵Subscript⎵test", LongForm -> False …

I tried the following: ClearNotations[] mysum = Sum[Subscript[f,n],{n,0,2}] Symbolize[ParsedBoxWrapper[SubscriptBox["_","_"]]] where the Subscript[f,n] is done via Ctrl+_. … Subscript[f,n]! …

Is it possible to get normal syntax highlighting for variable names made with Notation`Symbolize? … E.g. << Notation` Symbolize[ParsedBoxWrapper[SubscriptBox["_", "_"]]]; Subscript[a, h] = 2 Solve[{ b == Subscript[a, h], Subscript[b, k] == b}, {b, Subscript[b, k]}] Produces the following, where …

Unfortunately, when using Symbolize from the package Notation for this end, TeXForm does not work as expected. … While I expected output such as c_t, I receive: Needs["Notation`"]; Symbolize[ParsedBoxWrapper[SubscriptBox["_", "_"]]]; TeXForm[c<Ctrl>_t]<Shift+Enter> \text{c$\mathsym{\UnderBracket}$Subscript$\mathsym …

I know one solution is to use Symbolize from the Notation package << Notation` Symbolize[ParsedBoxWrapper[SuperscriptBox["G", RowBox[{"_", ",", "_"}]]]] however this solution will not suffice as I want … Why is Superscript so much more picky than Subscript? Thanks in advance. …