DRS may refer to:
Doctorandus (Dutch pronunciation: [dɔktoːˈrɑndʏs]; Latin: he who should become a doctor), abbreviated drs., is a Dutch academic title according to the pre-Bachelor–Master system. The female form is 'doctoranda' (abbreviated dra., though this abbreviation is no longer used). The title is acquired by passing the doctoraalexamen, traditionally a matriculation exam for admission to study at doctoral level. In most cases this concludes university study, but occasionally students will continue to do research under the supervision of a professor, which eventually allows them to obtain the title of doctor.
According to Dutch legislation, the Dutch doctorandus degree is equivalent to the MA or MSc degree in English-speaking countries, with the difference that the coursework and comprehensive exams for a doctorate are included in the academic study. After being graduated to "drs.", the candidate can start with PhD-level research and writing the dissertation without any further exams. A colloquial term for such degree would be all but dissertation.
The Umpire Decision Review System (abbreviated as UDRS or DRS) is a technology-based system used in the sport of cricket. The system was first introduced in Test cricket, for the sole purpose of reviewing controversial decisions made by the on-field umpires as to whether or not a batsman had been dismissed. The system was first tested in an India v Sri Lanka match in 2008. The system was officially launched by the International Cricket Council ("ICC") on 24 November 2009 during the first Test match between New Zealand and Pakistan at the University Oval in Dunedin. It was first used in One Day Internationals in January 2011, during England's tour of Australia. The ICC initially made the UDRS mandatory in all international matches, but later made its use optional, so that the system would only be used if both teams agree. The ICC has agreed to continue to work on the technology and will try to incorporate its use into all ICC events.
On 29 October 2012, the International Cricket Council made amendments on LBW protocols, increasing the margin of uncertainty when the ball hits the batsman's pad.
Logic (from the Ancient Greek: λογική, logike) is the branch of philosophy concerned with the use and study of valid reasoning. The study of logic also features prominently in mathematics and computer science.
Logic was studied in several ancient civilizations, including Greece, India, and China. In the West, logic was established as a formal discipline by Aristotle, who gave it a fundamental place in philosophy. The study of logic was part of the classical trivium, which also included grammar and rhetoric. Logic was further extended by Al-Farabi who categorized it into two separate groups (idea and proof). Later, Avicenna revived the study of logic and developed relationship between temporalis and the implication. In the East, logic was developed by Hindus, Buddhists and Jains.
Logic is often divided into three parts: inductive reasoning, abductive reasoning, and deductive reasoning.
The concept of logical form is central to logic. The validity of an argument is determined by its logical form, not by its content. Traditional Aristotelian syllogistic logic and modern symbolic logic are examples of formal logic.
Logic programming is a programming paradigm based on formal logic. A program written in a logic programming language is a set of sentences in logical form, expressing facts and rules about some problem domain. Major logic programming language families include Prolog, Answer set programming (ASP) and Datalog. In all of these languages, rules are written in the form of clauses:
and are read declaratively as logical implications:
H is called the head of the rule and B1, …, Bn is called the body. Facts are rules that have no body, and are written in the simplified form:
In the simplest case in which H, B1, …, Bn are all atomic formulae, these clauses are called definite clauses or Horn clauses. However, there exist many extensions of this simple case, the most important one being the case in which conditions in the body of a clause can also be negations of atomic formulae. Logic programming languages that include this extension have the knowledge representation capabilities of a non-monotonic logic.