Conformal Field Theory: Questions & Answers Hi all, my question is rather a simple one and regards conformal transformations. On "Applied CFT" by P.Ginsparg, http://arxiv.org/pdf/hep-th/9108028.pdf , on page 10, gives the transformation rule of a quasi primary field and relates the ex...
Understand what a double integral is and what the rules for double integration are. Learn different uses for double integrals, and practice evaluating double integrals by following examples. Related to this Question Explore our homework questions and ...
Use the Jacobian to find the integration factor g(u,v) for the change of variables \iint dxdy \Rightarrow \iint g(u, v) dudv Explore our homework questions and answers library Search Browse Browse by subject
There are also implicit questions in how MATLAB handles sparse arrays - 1. Do I save memory by type casting array indices as integers for the sparse array manipulations? 2. How small a floating point number is needed for MATLAB to label it zero for a sparse array?
I need to create a text file that stores the answers a user gives to a set of questions they are asked. This file needs to have a unique case number as its file name. The code below does that apart fr... sigemptyset() NDK UnsatisfiedLinkError dlopen() ...
I need to create a text file that stores the answers a user gives to a set of questions they are asked. This file needs to have a unique case number as its file name. The code below does that apart fr... sigemptyset() NDK UnsatisfiedLinkError dlopen() ...
Explore transformations in mathematics. Learn the different types of transformations found in math and study various examples of each type of transformation. Related to this Question Explore our homework questions and answers library Search Browse ...
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Explore transformations in mathematics. Learn the different types of transformations found in math and study various examples of each type of transformation. Related to this Question Explore our homework questions and answers library Search Browse ...
Given that x = 2v - 3u and y = u - v, find the Jacobian. Find the Jacobian, (partial(x, y, z))/(partial(s, t, u)), where x = -(4s + 2t + 2u), y = -(s + 3t + u), z = 3t - 5s - 5u. Find the Jacobian of the transformation. Find the Jaco...