Which is the best method( North west corner method, Matrix minima method , Vogel approximation method) for finding initial basic feasible solution of transportationproblem? Explain me .
Really, I have no good information on Operation research
Sorry
VAM METHOD BEST BECAUSE IT GIVE MIN COST
Suggest me some sets which are perfect but totally disconnected. I know Cantor set is an example of this type. But i am thinking about another example.
01 January 1970 8,755 5 View
Suggest me any method for choosing correct weight function for evaluating Rayleigh quotient in Sturm Liouville equations?
01 January 1970 4,530 1 View
I need this book for study. If anyone have the pdf of the same please reply me. Thanks in advance.
01 January 1970 7,930 3 View
Suggest me some books related to Hausdorff measure . Thanks in advance
01 January 1970 8,514 1 View
Can a discontinuous linear map have closed graph?
01 January 1970 9,019 5 View
What is the effect of linear thermal gradient on vibration of nonhomogeneous rectangular plate?
01 January 1970 4,566 3 View
Suggest me any book of partial integro differential equations.
01 January 1970 5,915 1 View
Is the interior of closure of open ball equal to open ball in a metric space?
01 January 1970 5,555 4 View
I need a book (Topological Structure by W.J. Thron) for research purpose. If anyone has this book in pdf then please send the download link. Thanks in advance 💐
01 January 1970 2,706 1 View
Which is more important among journal( national/ international) , Impact factor of journal( GIF, SIF, Cosmos IF) , Citations ( h- index, i-10 index) for the published paper? Please give your...
01 January 1970 2,089 7 View
Could you recommend some articles on Urban Transportation System optimization and Innovation?
13 August 2024 2,595 3 View
I need to model an anisotropic material in which the Poisson's ratio ν_12 ≠ ν_21 and so on. Therefore, the elastic compliance matrix wouldn't be a symmetric one. In ANSYS APDL, for TB,ANEL...
09 August 2024 5,048 2 View
One can try to generalize the Vandermonde determinant in the following direction: Let $A$ be any symmetric $n$-order square matrix. Consider its powers' diagonal elements $(A^k)_{ii}$ and...
08 August 2024 6,690 1 View
Have you ever seen a LC-MS/MS method uses both internal standards and external standards (in matrix matching purpose) but the concentrations of internal standards are outside the calibration curve...
05 August 2024 3,084 6 View
- The Existence/Uniqueness of Solutions to Higher Order Linear Differential Equations - Higher Order Homogenous Differential Equations - Wronskian Determinants of $n$ Functions - Wronskian...
03 August 2024 2,366 0 View
I need to lyse and homogenise mouse tissues. So far I have experimented with liver and lung tissue, using matrix D. The liver was completely lysed with 6 repetitions of the standard program, but...
31 July 2024 9,186 0 View
We assume this to be true. Science leaves the era of mathematics and enters the era of matrix mechanics and the turning point is the discovery of numerical statistical theory called Cairo...
31 July 2024 3,900 2 View
I am new to Micromechanics and having similar problem with understanding the implementation of the formula's. I would appreciate if anyone can guide me on how to go about getting a scalar value...
30 July 2024 969 0 View
Sure, here is the translation: I have a 3D orthogonal woven composite structure where warp, weft, and binder yarns are oriented in three directions. After modeling these yarns and the matrix in...
28 July 2024 8,169 0 View
We assume that we can find a statistical matrix mechanics equivalent to Schrödinger's PDE in two consecutive steps: i-Transform the Schrödinger PDE describing the wave function Ψ into its square...
27 July 2024 3,959 4 View