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Let A be the adjacency matrix of an undirected network and 1 be the column vector whose elements are all 1. In terms of these quantities, write expressions for:
a) the vector k whose elements are the degrees ki of the vertices;
b) the number m of edges in the network;
c) the matrix N whose element Nij is equal to the number of common neighbors of vertices i and j;
d) the total number of triangles in the network, where a triangle means three vertices, each connected by edges to both of the others
Critique the following article. This article covers why medical errors occur and the best prevention methods. The critiqued article should include th following: An introduction
One type of analysis that is often performed by companies, but is not covered in the text is a trend analysis. Using the data obtained from a vertical analysis a company will identify an area of concern.
Both are large organisations dependant on public funding to support their research efforts. It would not be good for business if they were seen to be having a fight in public about this. How should they solve the dispute?
What is the percentage by mass of hydrogen in Hydrocarbon?
A class of 80 is 25% girls. if 10% of the boys and 20% of the girls attended a picnic , what percent of the class attended?
Find the following values for the given function . (f-g)(3)= (fg)(3)=
Problem 1: A saturated aqueous solution of magnesium methanoate, Mg(HCOO)2, has a solubility of approximately 150 g dm-3 at room temperature. Its exact solubility can be determined by titrating magnesium methanote against aqueous potassium manganate..
Current Issues in Marketing and Brand Management - product or brand exists in a vacuum, so it is important to understand current issues in marketing and to be able to critically analyse their significance.
What is a prior probability. Explain the purpose behind using BayesTheorem.
Identify the importance of wetware costs. Identify an organisation implementing an Accounting Information System. Discuss the relevance of wetware costs to the implementation in the organisation you have identified.
question given a set s of k-vertices is it possible to construct a graph g of p verticespgtk containing s such that g
(1) A right circular cone has a base of radius 1 and height 3. A cube is inscribed in the cone so that one face of the cube is contained in the base of the cone. What is the side-length of the cube?
A manufacturer obtains GPS systems from three different subcontractors: 20% from A, 45% from B, and 35% from C. The defective rates for the subcontractors are 1%, 3% and 2%, respectively.
question at work one day erica franz received 35 packages. speedy delivery delivered twice as many as ralphs express
Write a equadratic equation in the variable x having the given number a solutions. Type the equation in standard form, ax^2+bx+c=0 Solution s, only solution.
A 3 ft high and 6 ft width rectangular plate is submerged vertically in water so that the top is 2 ft below the surface. Express the hydrostatic force against one side of the plate as an integral and evaluate it. (Give your answer correct to the n..
The price of a television set on sale is $360. This is two thirds of the regular price. Find the regular price.
Suppose the altitude of a rising hot-air balloon is given by h = 0.04 t2 + 2t, where ?t? is the time in seconds after the balloon leaves the ground.
As a box in the shape of a cube is being blown up, the volume is increasing at the rate of 9 in3/sec. At what rate is the side increasing when the radius is 2 inches?
In this plane there sits a disk of radius 1 with conductivity . Normally this disk will distort the current flow as it is more conductive than the plane, however we will "cloak" this disk by placing an annulus 1 of less conductive material around the..
The problem belongs to Mathematics and it is explain about finding the different kinds of passes issued by the city's local transit authority.
Draw a rectangular box that has P and Q as opposite vertices and has its faces parallel to the coordinate planes. Then find the coordinates of the other six vertices of the box and the length of the diagonal of the box
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