[Date Index] [Thread Index] [Author Index]
Re: Readability confuses mathematica?
You need to use Symbolize in the Utilities`Notation` package. First of all reproduce your problem: In:= D[x - x\[UnderBracket]Subscript\[UnderBracket]0, x] Out= 1 - Derivative[1, 0][Subscript][x, 0] Now read in the Utilities`Notation` package: In:= << "Utilities`Notation`" Use Symbolize to make sure x\[UnderBracket]Subscript\[UnderBracket]0 is treated as an independent symbol in its own right. You have to enter Symbolize from the Notation palette to ensure that the appropriate bits and pieces (i.e. the tag box) get entered correctly. In:= Symbolize[NotationBoxTag[\(x\_0\)]] Now evaluate your derivative again: In:= D[x - x\[UnderBracket]Subscript\[UnderBracket]0, x] Out= 1 This is the answer you wanted. -- Steve Luttrell West Malvern, UK "patrick_m_lahey" <patrick.m.lahey at aero.org> wrote in message news:botcm2$ci7$1 at smc.vnet.net... > I am new to mathematica so perhaps there is a simple answer to this > > Consider: > > In:= D[x-x0,x] > > except that x0 is really x ctrl-- 0 (x subscript 0). Normally that > would be a completely independent variable from x but not according to > mathematica! > > Out=1-Subscript(1,0)[x,0] > > (the (1,0) is a superscript of Subscript). > > One of the things that attracted me to mathematica was the ability to > work with expressions that closely mirrored the true expressions of > interest (a readability issue really...). > > Is there anything that can be done here? >