Hash queries. To respond to H queries, C maintains a list of tuples called the H-list. The list is initially empty. When A issues a hash query for a conjunctive keyword W_i={W_1 || W_2 ||...||W_s}, algorithm C checks whether W_i=W_j, if so, algorithm C answers consistently with the previous queries by responding with H(W_i) = h_i. Otherwise, C generates a random coin d_i={0,1} so that Pr[d_i=0]=1/(q_T+1), then C selects a random element γ_i∈Z_q, if d_i=0, C computes h_i=g^(γ_i ), otherwise, C computes h_i=g^x, C adds the tuple to H-list, and responds to A with H(W_i) = h_i.
When A requests an encryption of conjunctive keyword W, algorithm C calls the above algorithm for responding to H-queries to obtain an h_i∈G_1. Then he searches the
The exponentiations calculation of the form Cd mod n takes time O(logdM(n)), here M(n) is the cost of multiplying two n-bit integers and can be as O(log2 n). As soon as d = O(n), all these algorithms take time O(log3 n). CRT-RSA has dp = dq = O(√(n)) (so that log dp = log dq = O(log(n)/2)), for an overall cost of O(2(log(n)/2)3). This gives the Equation (15), with 4 times efficiency.
Achievements this week: 1. The Fortegra files that Ross asked me to compare with Provyde litigation files were not getting appended to an Access file due to the volume of the data. This required me to export the two million records to Excel file and split them in 20 Separate individual sheets. The analysis required me to model a master spreadsheet with formulas that could automate the comparison between the two. 2.
Task Organization: TC-16-001 1. SITUATION: A. Enemy Forces: N/A (1) Terrain: Petersburg National Battlefield-City Point is an urban environment with wood, brick and steel structures, interlaced with several improved and unimproved roads B. Friendly Forces: N/A (1) Higher Mission: ALU is the Army's premier learning institution, delivering game-changing sustainment professionals to support unified land operations and generating force capability. (2) Higher CDR Intent: Training future leaders of the US Army, to Army standards, by develop leadership, and evaluate officer potential.
I am going to explain the current methods and protocols we use in a LAN environment to provide a high level of redundancy, such as EtherChannel, FHRP (First Hop Redundancy Protocols) and STP (Spanning Tree protocols). I will briefly explain how the protocols work & then discusses the latest implementations of the protocol and the environment you would expect to see them working in. The STP is a protocol that prevents loops from occurring in a switched LAN environments when a device has multiple interconnected paths. The protocols works by sending BDPU messages across in the interconnected devices, detects the loop then removes it from the topology by shutting down the port.
Multilinear principal component analysis (MPCA) is a mathematical procedure that uses multiple orthogonal transformations to convert a set of multidimensional objects into another set of multidimensional objects of lower dimensions. There is one orthogonal (linear) transformation for each dimension (mode); hence multilinear. This transformation aims to capture as high a variance as possible, accounting for as much of the variability in the data as possible, subject to the constraint of mode-wise orthogonality. MPCA is a multilinear extension of principal component analysis (PCA).
3.1 Hardware and Software Requirements Windows MATLAB V.13 Windows7 (R2013a) Processor Dual core, core2duo, Intel I3 RAM 2GB RAM DISK Space Disk space varies depending on size of partition and installation of online help files. The MathWorks Installer will inform you of the hard disk space requirement for your particular partition Graphics adapter 8-bit graphics adapter and display (for 256 simultaneous colors CD-ROM drive for installation from CD. Table 3.1: Minimum Requirements Windows Processor RAM DISK Space Graphics adapter MATLAB Intel I3 2GB 1 GB for A 32-bit or 64-bit V.13 MATLAB only, OpenGL capable (R2013a) 5 GB for a
Q2.Given an array of n elements that accepts non-repeated items, design an algorithm to sort the array in O(n) time. For example, n=15 Items: 23,67,34,2,5,12,7,43,28,90,58,3,74,50,48. Solution: #include #include typedef struct Node { int data; struct Node * next; } Node; Node * create_node(int val){ Node * temp = (Node *)malloc(sizeof(Node)); if(temp){ temp->data = val; temp->next = NULL; } return temp; } /* This function inserts node at the head of linked list */ void push(Node
Procedure $\it {MakeMatchingEntries'}$ updates all bits $p_c[i]$ of the matching and unmatching patterns in the exclusion condition with $p_c'[i]$ as follows: \begin{equation} \label{eqn:update} p_c'[i] \gets \begin{cases} p_c[i] & (p[i] = -) \\ - & (otherwise) \end{cases} \end{equation} \subsubsection*{Step 4} As a result of {\it Step 3}, there is a case where all the bits of the matching pattern are $\verb|-|$: when the matching condition has been satisfied and the unmatching conditions have not been satisfied yet. In this step, we expand the exclusion condition that contains only the unmatching pattern to its opcode pattern. Each bit in the opcode pattern in the updated entries has value $p_o'[i]$: \begin{equation}\label{expand} p_o'[i] \gets \begin{cases} p_o[i] & (p_u[i] = -) \\ p_u[i] & (otherwise) \end{cases} \end{equation} Note that the expanded decoding entries inherit the exclusion conditions except for the one that was expanded to the opcode
Summary: When integrating function expressed with the new term variable u, we provide the neutralizing factor or “nf” written before the integral sign. This nf could be balance with the given term of the integration. The antiderivative of the trigonometric, exponential, and logarithmic functions would be based on our knowledge on the differentiation formulas since integration is for the reverse of finding the function. A separable differential equation is any differential equation that we can write in the following form, N(y)dy/dx = M(x) Note that in order for a differential equation to be separable all the y's in the differential equation must be multiplied by the derivative and all the x's in the differential equation must be on
#Name:M.Waleed Liaqat #Student Number:10385830 #Unit Name :Programming Principle CSP5110 #Instructor name:Greg BAATARD #Campus:Joondalup import json def inputInt(prompt): while True: try: myInt = int(input(prompt)) if myInt < 1: print("input value should be at least 1 or greater") else: break except ValueError: print("Enter Integer greater then 1 or integer value") return myInt def inputSomething(prompt): while True: userInput = input(prompt) if not userInput.strip(): print( 'Please Enter SomeThing ! ')
Phase 1: Initial assessment of the situation The first phase starts when the initial activities obtain positive results and the sponsor decides to proceed. Therefore, the encouraging system is looking for data identifying with: Outline of the region as well as issue distinguishing proof and effect. Apart from this there is key players in the nearby health administration environment. Additionally, we can ask expected results to group repressive.
My last name is Short so I was given Nia tot analyze and advise. Ironically I felt as though I could relate to her most. She is a stubborn learner. " She confuses confidence with competence. "
1. What is Test Package? Test package gives access to an indexed database of questions based on subject and topic. Based on the package you buy the access is limited by total number of questions. 2.
REPORT OF 16PF TEST "Personality is the dynamic organization within the individual of those psychophysical systems that determine his characteristic behavior and thought” (Allport, 1961). There are various theories which talks about personality. It includes psychoanalytic, trait, learning, biological and evolutionary, and humanistic theories, etc. Psychoanalytic theories of personality originated with the seminal work of Sigmund Freud. According to his tripartite theory of mind, behavior is the dynamic outcome of the struggle between id, ego and superego.
We use the algorithm first in first out algorithm in this