Show that the Halting Problem for one-counter additive machines is decidable.
Hint: first show that if the machine has n states and the counter reaches zero more than n times in the course of a computation, it will run forever.
Show that the Halting Problem for one-counter additive machines is decidable. Hint: first show that if...
5. Formulate the Halting Problem for Turing machines and state its fundamental property In one-two senetences (not more) explain what it means for the problem of automatd software verification?
Problem 4 [40 Points]: Finite State Machines Show the FSM diagram of a 3-bit up/down counter that counts through the sequence 0, 1, 2, 3, 4, 5, 6, 7, 0, 1,2, The counter has two input signals a co up and a count down. Thus, the counter can with a change of input count 5, 4, 3,
2. Show thatf-dr= nn (Hint: First write a n-n (Hint: First Your answer to 0 problem 1 will be useful
2. Show thatf-dr= nn (Hint: First write a n-n (Hint: First Your answer to 0 problem 1 will be useful
Computer Numerical Machines (CNC machines) are advanced machines consisting of different types(turning and milling) that are utilized for part cutting and design. They categorize under subtractive manufacturing, while 3d printers and scanners branch from additive manufacturing. For the process of cutting any certain part to achieve a desired shape, the first step begins with design, to finally reach the manufacturing procedure. Accordingly, you are required to choose a part (the part does not need to be related to engineering, any...
In a restaurant there are three machines frying chips. At any given moment, at least two of the three machines are working. Otherwise a "STOP" sign must be hung on the machines and it will have to get repaired. Define Yi as the life span of the i-th machine that is distributed as Gamma (3,1) (in the months). Suppose that the machines work independently of each other. 1) Find the density function of Yi. What is the probability that one...
Problem 2.15. A certain algorithm takes 10-4 2n seconds to solve an instance of size n. Show that in a year it could just solve an instance of size 38. What size of instance could be solved in a year on a machine one hundred times as fast? A second algorithm takes 10-2 x n3 seconds to solve an instance of size n. What size instance can it solve in a year? What size instance could be solved in a...
This is problem 3 from homework 10: A sequential network has one input X and one output Z. Initially the output is a 0. The output becomes a 1 whenever the pattern 010 or 110 is detected and is 0 otherwise. Assume initially that the input X has been 0 for a long time. Draw a state graph for a Moore machine (minimum number of states is 3) and indicate which of your states is the initial state used to...
Problem 1: See Dataset HIFA19Q1 .mtx In a packing plant, a machine packs cartons with jars. It is supposed that a new machine will pack faster on the average than the machine currently used. To investigate this issue, the times it takes each machine to pack forty cartons, twenty each, are recorded. Conduct different types of descriptive analysis of the data of this experiment as outlines in the questions below: 1. Use a suitable graphical method to compare the packing...
PROBLEM 2 (10 points) A small diner has one employee and a counter with seating for 8 customers. The diner does not package food for takeout. Customers arrive at the diner at the rate of 20 per hour (Poisson distributed). Service times are exponentially distributed and average 24 per hour. Customers that arrive when all seats are taken do not enter the diner. What is the probability that the diner is full and an arriving customer does not enter? (show...
Part B: Problem Set - Vertical FDI (65 points total): Consider two firms. The first firm is based in Slovenia and produces ball bearings (upstream firm). The cost of producing ball bearings is 6 per unit. The second firm is based in Greece. This firm produces machines (downstream firm). To produce one machine, the Greek firm must buy 2 ball bearings (ignore shipping costs between Slovenia and Greece). In addition, for each machine it makes it has a production cost...