What is Blockchain Technology? Computability Theory Computer Science News by ComputeNow - October 16, 2019October 16, 20190 What is Blockchain Technology? The blockchain is an incorruptible digital ledger of economic transactions that can be programmed to record not just financial transactions but virtually everything of value.” – Don & Alex Tapscott, authors Blockchain Revolution (2016). With a blockchain, many people can write entries into a record of information, and
What is Edge Computing? Computability Theory by ComputeNow - November 25, 2018November 25, 20180 What is Edge Computing? Edge computing is the practice of processing data near the edge of your network, where the data is being generated, instead of in a centralized data-processing warehouse. Edge computing definition Edge computing is a distributed, open IT architecture that features decentralised processing power, enabling mobile computing and Internet of Things
Proof by Induction – Mathematical Preliminaries Part 4 Computability Theory by ComputeNow - October 28, 2018October 28, 20180 A proof by induction is the powerful and important technique for proving theorems, in which every step must be justified. For each positive integer n, let P(n) be a mathematical statement that depends on n. Assume we wish to prove that P(n) is true for all positive integers n.A proof by induction of such a statement is carried
Mathematical Statement Computability Theory by ComputeNow - October 16, 20180 Mathematical Statement For understanding any mathematical statement we first need to recollect what maths is basically. When we solve any problem in maths our solution is either right or wrong. There is no midway to the problems! Similar is the situation with any mathematical statement. A mathematical statement is either true
Pigeon Hole Principle Mathematical Preliminaries Part 3 Computability Theory by ComputeNow - October 8, 20180 Pigeon Hole Principle If n+1 or more objects are placed into n boxes, then there is at least one box containing two or more objects. In other words, if A and B are two sets such that |A| > |B|, then there is no one-to-one function from A to B. Theorem 1: Let n be a
Proof By Contradiction in Proof Techniques Part 2 Computability Theory by ComputeNow - October 4, 20180 Proof by contradiction looks like, in this we assumed the contradiction and prove that what we assumed is contradict itself by using theorem that already proved or have the tautology. Theorem 1: Statement S is true. Proof by contradiction Proof: Assume that the statement S is false. Then, derive a contradiction (such as 1
Proof Techniques Mathematical Preliminaries Part 1 Computability Theory by ComputeNow - September 27, 20180 Proof techniques in mathematical preliminaries is a sequence of mathematical statements that form an argument to show that a theorem is true. The statements in the proof of a theorem include axioms (assumptions about the underlying mathematical structures), hypotheses of the theorem to be proved, and previously proved theorems. The main
Mathematical Preliminaries of Theory of Computation Computability Theory by ComputeNow - September 23, 2018September 23, 20180 Theory of computation or computer science is the version evolved from the mathematics set theory. We have discussed many things so far in this blog website. During answering many questions of the future engineers. We come across that many of them required to understand the mathematical part of the theory of
