Using Mathematica to Solve Johnson-Neyman ProblemsA numerical, symbolic, and graphical approach to a problem in the analysis of covariance is presented.Steve M. Hunka
a本文系统地探讨了利用Mathematica软件求解纯整数线性规划、0—1整数线性规划和混合整数线性规划的方法,分析了其优缺点。 This article discussed systematically solved the pure integer linear programming, 0-1 integer linear programming and the mix integer linear programming method using the Mathematica software, ...
To reveal the hidden neuronal motifs, we need a framework for judging how the hidden network of input neurons shapes the complex joint activity of postsynaptic neurons, possibly characterized by their higher-order interactions37,38. This framework, in turn, could be used as a tool to infer the...
to develop a method to solve as many integrations as possible analytically to perform the computation of \(I({{\varvec{q}}}_{{\varvec{i}}{\varvec{j}}})\) on simple functions, and 2. to factorize \(\langle P({{\varvec{q}}}_{{\varvec{i}}{\varvec{j}}})\rangle\) and...
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Running a Mathematica Function in Excel Enter calls to Mathematica in the cell content slot using the format: =EVAL("FunctionName", arg1, arg2, ...) In the following example, we compute the determinant of the matrix defined in cells A1 through B2. Using the Function Wizard for Building ...
Memristive in-memory computing provides a brand-new path to solve this problem. In this article, utilizing the memristive dot product engine, we demonstrate a cosine similarity accelerated document clustering method for the first time. The memristor-based clustering method lowers the time complexity ...
Quantum mechanics using computer algebra : includes sample programs in C++, SymbolicC++, Maxima, Maple, Mathematica Steeb, W.-H., Hardy, Y.: Quantum Mechanics Using Computer Algebra: Includes Sample Programs in C++, SymbolicC++, Maxima, Maple, and Mathematica. World... WH Steeb - World Scient...
You are going to Expose yourself to the history of MATLAB, See what MATLAB provides, Look at a symbolic math example. 2 Old History of MATLAB 1967: "Computer solution of linear algebraic equations", Forsythe and Moler 1976: "Matrix Eigensystem Routines, EISPACK Guide" in FORTRAN 1976~9: "...