# Questions tagged [matrices]

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### What's the most practically efficient way to store differences in adjacent matrix values?

I am implementing a certain algorithm that works like this: Create a closed contour (list) of elements in a matrix, where closed means that the last element is adjacent (by row, column) to the first. ...
97 views

### Say we have a group of N person, and each person might want to sell or buy one of the M items, how to find a closed path among them for an exchange?

Say we have N persons and M items (when a person has a certain item, she usually only has one piece). For example, person 1 has item A, C, D, and wants item F person 2 has item B, C, and wants E ...
737 views

### Formats for Storing Sparse Matrices

For storing sparse matrices I know there are multiple formats that are common, like COO, CSR, DIA, ELL, HYB, etc. (Link to some storage formats), but I haven't found that any of these stores the ...
729 views

### How to represent a three-dimensional (or more) data structure in a terminal?

I am working on a library that allows the creation and manipulation of Vectors (lists with a known length), Matrices (lists of lists with known dimensions), and three-, four- etc. order Tensors (lists ...
135 views

### Question about the uses of matrices in games and 3D graphics [closed]

So I know that matrices are used extensively in the field of games and 3D graphics, for example, you need to know how to do matrix multiplication if you want to understand how scaling an object works, ...
4k views

### Why does expressing calculations as matrix multiplications make them faster?

In Google's MNist tutorial using TensorFlow, a calculation is exhibited in which one step is equivalent to multiplying a matrix by a vector. Google first shows a picture in which each numeric ...
148 views

### How can you write an activation function in a neural network to handle a layer architecture of arbitrary dimensions?

I am making a neural network in Clojure that can take an array of integers,and return a data structure representing the layers of a neural network: so (make-layers [1 4 5]) would evaluate to: [ ...
88 views

### Similar multidimensional array detection

I'm looking for some sort of algorithm so I can quickly identify similar matrices, the matrices are not stored permanently so I'd need a way of mapping each matrix to an easily stored values, after ...
76 views

### number of square matrices in a non-square matrix [closed]

i was wondering if there is any formula to calculate the number of square matrices present in a square matrix. e.g a 3x2 matrix has 3 square matrices that are (2x2, 1x1, 1x1) a 6x3 matrix has 2 ...
1k views

### How to loop through array bidimensional in diagonal according to a position in degrees

The title could be no self-explanatory enough but I need some conceptual help in order to implement a solution to go through an array: I'm developing a program to calculate the "most shadepath" route ...
178 views

### Why use atomic vectors or matrices in R at all?

In reading Hadley Wickham's Advanced R I learned about the difference between atomic vectors and lists; and matrices/arrays and dataframes. This is something I hadn't really appreciated before, and ...
663 views

### How to display an inward spiral matrix

Suppose I have the following matrix with values 1-25 as input to my program. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 The inward spiral should give me the output 13 ...
433 views

### Two dimensional matrix-like data type using lists and/or mutable lists

I am trying to think of an implementation of a two dimensional matrix-like data type. Normally I would take an array of arrays but I'm bound to a relatively low language level which only provides ...
155 views

### Matrix distribution to process grid

I need to write a program, which will perform LU-decomposition, etc. The problem is that I don't know about the preferred way to distribute the loaded matrix from the root process to other processes. ...
3k views

### Transpose a matrix without a buffering one

How is it possible to transpose a MxN matrix without using a "buffering" matrix? In the latter case it's easy and quite the "classic" approach... Given a matrix[M][N], I would like to put it into a ...
343 views

### Matrices calculations on partial shape matching

I'm working in a shape recognition project where it is supposed for me to develop an application that receives two images: an original one and a sketch made by a user. I am supposed to detect contours ...
129 views

### Finding same numbers in a matrix

I have a question here and I am trying to find a solution of it. But I want to see some other opinions as well. The problem is the following: There is a matrix NxN which holds integer numbers. You ...