...than a dedicated video game console or arcade machine. Their defining characteristics include a lack of any centralized controlling authority and greater capacity in input, processing, and output. PC games reached widespread popularity following the video game crash of 1983, particularly in Europe, leading to the era of the "bedroom coder". From the mid-90s onward they lost mass-market traction to console games before enjoying a resurgence in the mid-2000s through digital distribution. The uncoordinated nature of the PC game market and its lack of physical media make precisely assessing its size difficult. Contents 1 History 1.1 Early growth 1.2 Industry crash 1.3 New genres 1.4 Contemporary gaming 2 Platform characteristics 2.1 Fidelity 2.2 Openness 2.2.1 Mods 2.3 Dominant Software 2.3.1 Digital Distribution Services 3 PC gaming technology 3.1 Hardware 3.2 Software 3.3 Multiplayer 3.3.1 Local area network gaming 3.3.2 Online games 3.4 Emulation 4 Controversy 5 Computer games museums History Early growth Spacewar!, developed for the PDP-1 in 1961, is often credited as being the second ever computer game. The game consisted of two player-controlled spaceships maneuvering around a central star, each attempting to destroy the other. Although personal computers only became popular with the development of the microprocessor and microcomputer, computer gaming on mainframes andminicomputers had previously already existed. OXO, an adaptation of tic-tac-toe for...
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...promotions & demotions. Senior Admin Supervisor of administrators. In charge of handling higher community issues. Admin Deals with in-game issues and keeps moderators in check. Helps assign forum tags, TeamSpeak tags and assists Moderators. Mod Deals with lower community issues and helps out with Support Team duties. Mainly in charge of doing applications, assigning civilian tags and assisting Support team. Head Support Head Support of all Support Team, reviews Support Team demotions/Promotions, Last in Support COC Senior Support Helps with Support Team and assists Head of Support with duties, Deals with lower range Support issues. Second in the Support COC Support team Helps out the community with technical issues/doing civilian interviews. First step in the Chain of Command & the Staff Team. When you need any help you will need to follow the Chain of Command. Also unless told by Mod+ you will not contact the developers on your own, they will mostly be working on stuff that has nothing to do with your problem. If you would somehow actually need a developer someone of the staff team will get one for you. Do not contact any MOD+ unless you need them personally, if you will need a higher ranked staff member the MOD or Support team members will get one for you. If you have any issues you will need to join the waiting for support channel in TeamSpeak or create a topic on the forum stating the problem. After doing this we will do our best to help you out as soon...
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...4 Dedication 4 Acknowledgments 4 Introduction 5 The history of Knot theory 5 Brief history of knot theory 5 Development of the Knot Theory in Physics 7 Counting knots 9 The modern knot theory 12 Defining a Knot 14 Wild Knot 15 Definition of a Knot 16 Differentiating Knots 18 Orientation 18 Knot arithmetic 19 Modular arithmetic 20 Equivalence relation 21 Additivity Property 22 Multplicitivy Property 23 Knot Invariants 24 Reidmeister moves 24 Fox colouring 26 Dehn Colouring 28 Alexander-Briggs colourings 30 Implications of knot colourings 31 Other Knot invariants 31 The linking number 31 Quandles and Racks 35 Brief history about the Rack and Quandle invariant 35 Kei 36 Quandle 37 Racks 38 Definition 38 Examples of racks 39 Important definition of Racks 42 The free product. 42 The Cartesian product. 42 The disjoint union 42 Orbits and stabilizers of racks. 43 The operator group 43 The associated group 43 Bibliography 46 Abstract This project narratively examines the history of the knot theory, its invariants and the theory of arc-colouring. This project will begin by providing a chronological history of the knot theory. It will show how the theory of knots originated from attempts to apply the study of knots to other fields especially Physics, for example, the structure of an atom and how it has emerged as a prominent field in mathematics over time. We will then focus on the knot invariants; we...
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...Hum-101 introduction to the humanities i: philisophical thought final paper [Draw your reader in with an engaging abstract. It is typically a short summary of the document. When you’re ready to add your content, just click here and start typing.] Hum-101 introduction to the humanities i: philisophical thought final paper [Draw your reader in with an engaging abstract. It is typically a short summary of the document. When you’re ready to add your content, just click here and start typing.] Kimberly Watkins Kimberly Watkins Over the last 12 weeks I have spent a lot of time pondering the questions that have been presented in this course. What is the meaning of life? How do we live a meaningful life? Is there a meaning at all? Before this course, I can honestly say that these questions never really entered my mind. I always felt that I was here for a reason, but I could never clearly define what that reason was. Perhaps I never will. I grew up in a household where religion did not exist, my parents had been catholic in their younger years but throughout time they had lost their faith. They never prevented me from engaging myself in organized religion, but I had always found myself drawn to more of a non-believing science based thought process. Growing up I believed that I was an atheist which is simply defined as “a person who denies or disbelieves the existence of a supreme being or beings” (Merriam Webster, 2014). But that definition is so rigid and unmoving, and life...
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...Introduction A significant rise of mobile smartphone users throughout the world have been witnessed within the last few years. With the introduction of iPhone, Android, Blackberry and their rapidly growing applications, the popularity and growth of smartphones are increasing day by day with a significant percentage. According to a BBC report, one in three people in the United Kingdom use a smartphone. The worldwide usage and extreme popularity of mobile devices has created an essential industry for mobile applications and games that continues to grow extremely rapidly. There are tons of different kinds of mobile devices available now in the market and due to this availability, it is very important for a developer or a development company to target the right mobile platform and development environment. To maximize the sale or popularity of an application, cross-platform development is necessary and this is significantly important for mobile game or application development. Portability across different platform will definitely enhance a broader category of users. Over the years, development of mobile games involved hard work. Professional software developers and programmers were hired by companies to develop games and it also consumed a great amount of time to bring perfection in a game. But recently, it is seen that independent developers and also people with very little or no programming knowledge are building games and application on a regular basis and many of those...
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...1. Answer questions from page 40: 1, 2, 3, and 4 Are each of the following control names legal of illegal? If a name is illegal, indicate why. txtUserName- this is legal because the order is correct 200lsales- this is illegal because it starts with the number lblUser Age- this is illegal because there is a space between User and Age txtName/Address-this is illegal because there is a (slash) / between Name and Address btnCalcSubtotal- this is legal because the order is correct What type of control does each of the following prefixes usually indicate? Btn-Button lbl- Label txt-TextBox For each of the following controls, make up a legal name that conforms to the standard control name convention described in this chapter. A TextBox control in which the user enters his or her last name- txtLastName A Button control that when clicked calculates an annual interest rate- btnCalcInterRate A Label control used to display the total of an order- lblDispTotalOrder A Button control that clears all the input fields on a form- btnClear The following control names appear in Visual Basic application used in a retail store. Indicate what type of control each is and guess its purpose. txtPriceEach- TextBox indicates each price txtQuantity-TextBox indicates Quantity txtTaxRate-TextBox indicatesTax Rate btnCalcSale-Button Calculates the Sale lblSubTotal- Label indicates Sub Total lblTotal – Label indicates Total 2. Answer the following questions from page 39:...
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...Quantum-Criticality in Dissipative Quantum Two-Dimensional XY and Ashkin-Teller Models: Application to the Cuprates Vivek Aji and C. M. Varma Physics Department, University of California, Riverside, CA 92507 In a recent paper1 we have shown that the dissipation driven quantum phase transition of the 2D xy model represents a universality class where the correlations at criticality is local in space and power law in time. Here we provide a detailed analysis of the model. The local criticality is brought about by the decoupling of infrared singularities in space and time. The former leads to a Kosterlitz Thouless transition whereby the excitations of the transverse component of the velocity field (vortices) unbind in space. The latter on the other hand leads to a transition among excitations (warps) in the longitudinal component of the velocity field, which unbind in time. The quantum Ashkin-Teller model, with which the observed loop order in the Cuprates is described maps in the critical regime to the quantum xy model. We also discuss other models which are expected to have similar properties. arXiv:0901.4758v2 [cond-mat.supr-con] 29 Apr 2009 The dissipative quantum 2D xy model was introduced2,3 to describe experiments on ultrathin granular Superconducting films, where it was observed that above a normal-state sheet resistance of order RQ = h/4e2 the resistivity does not decrease towards 0 even at the lowest temperatures studied.4 . The granular superconductor is represented...
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...it. An ideal gas is a gas which follows the ideal gas law, which in fact no gas does, but at high temperatures and low pressure non-ideal gases approach ideal behavior. Since the ideal gas law cannot release precise results on non-ideal gases, an equation has been derived which proves to be more useful when dealing with non-ideal gases. The Van der Waals equation takes account of the intermolecular attraction- and repulsive forces, and describes the behavior of non-ideal gases. In the conclusion of this paper it is shown that gases at low pressure and high temperature will show the behavior of an ideal gas, and fulfill the ideal gas law, but no gases are in fact ideal gases. Indhold Abstract: 1 Indledning: 1 Gaslovene og idealgas: 2 Real Gas: 4 Forsøg: ”Bestemmelse af molarmassen for lightergas” 6 Konklusion: 8 Litteraturliste: 8 Indledning: Gas er en tilstandsform, som alle stoffer kan antage. Derudover findes der tilstands former for flydende og fast stof. Tilstandsformerne kendetegnes på hvor stærke deres brownske bevægelser er. Brownske bevægelser er tilfældige bevægelser, som alle små partikler, fx støv, bakterier, virus, molekyler og atomer, udfører ved temperaturer over det absolutte nulpunkt. De brownske bevægelser bliver større, når temperaturen stiger, eller når trykket på et stof bliver større. I et fast stof er der næsten ingen brownske bevægelser, molekylerne vil blive på deres pladser og...
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...Differential Equations Robert Bryant Phillip Griffiths July 3, 2002 Daniel Grossman ii Contents Preface Introduction 1 Lagrangians and Poincar´-Cartan Forms e 1.1 Lagrangians and Contact Geometry . . . . . . . . . 1.2 The Euler-Lagrange System . . . . . . . . . . . . . . 1.2.1 Variation of a Legendre Submanifold . . . . . 1.2.2 Calculation of the Euler-Lagrange System . . 1.2.3 The Inverse Problem . . . . . . . . . . . . . . 1.3 Noether’s Theorem . . . . . . . . . . . . . . . . . . . 1.4 Hypersurfaces in Euclidean Space . . . . . . . . . . . 1.4.1 The Contact Manifold over En+1 . . . . . . . 1.4.2 Euclidean-invariant Euler-Lagrange Systems . 1.4.3 Conservation Laws for Minimal Hypersurfaces 2 The 2.1 2.2 2.3 2.4 2.5 Geometry of Poincar´-Cartan Forms e The Equivalence Problem for n = 2 . . . . . . . Neo-Classical Poincar´-Cartan Forms . . . . . . e Digression on Affine Geometry of Hypersurfaces The Equivalence Problem for n ≥ 3 . . . . . . . The Prescribed Mean Curvature System . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . v vii 1 1 7 7 8 10 14 21 21 24 27 37 39 52 58 65 74 79 80 80 85 93 97 102 110 111 114 3 Conformally Invariant Systems 3.1 Background...
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...Principle” The Anthropic Principle, formally proposed at a conference in Poland by Brandon Carter in 1973, is a theory that strongly suggests that humanity holds a special place in the Universe. This topic has become widely discussed and debated topic among scientists. Two branches of the theory are the strong anthropic principle (SAP) and the weak anthropic principle (WAP). The SAP states, “The Universe must have those properties which allow life to develop within it at some stage in its history” (www.physics.sfsu.edu). This branch of the anthropic principle has commonly been used in the argument for intelligent design (ID), which puts forth the proposition that a designer is responsible for the balance of the laws of mathematics and physics that ultimately hold our universe together. The WAP says, “The observed values of all physical and cosmological quantities are not equally probable but they take on the values restricted by the requirement that there exist sites where carbon-based life can evolve and by the requirement that the Universe be old enough for it to have already done so” (www.physics.sfsu.edu). This is simply saying that if people were not here to observe and if the universe did not work as it does, then we could not ask why we are here and why the universe works like it does. Although the SAP and WAP are somewhat different, ultimately they both appear to agree that human life is special given all of the circumstances it takes for us to be able to survive. The...
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...Chaotic Growth with the Logistic Model of P.-F. Verhulst Hugo Pastijn Department of Mathematics, Royal Military Academy B-1000 Brussels, Belgium Hugo.Pastijn@rma.ac.be Summary. Pierre-Fran¸ois Verhulst was born 200 years ago. After a short biograc phy of P.-F. Verhulst in which the link with the Royal Military Academy in Brussels is emphasized, the early history of the so-called “Logistic Model” is described. The relationship with older growth models is discussed, and the motivation of Verhulst to introduce different kinds of limited growth models is presented. The (re-)discovery of the chaotic behaviour of the discrete version of this logistic model in the late previous century is reminded. We conclude by referring to some generalizations of the logistic model, which were used to describe growth and diffusion processes in the context of technological innovation, and for which the author studied the chaotic behaviour by means of a series of computer experiments, performed in the eighties of last century by means of the then emerging “micro-computer” technology. 1 P.-F. Verhulst and the Royal Military Academy in Brussels In the year 1844, at the age of 40, when Pierre-Fran¸ois Verhulst on November c 30 presented his contribution to the “M´moires de l’Acad´mie” of the young e e Belgian nation, a paper which was published the next year in “tome XVIII” with the title: “Recherches math´matiques sur la loi d’accroissement de la e population” (mathematical investigations of the law of...
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...Topic 5 Objectives 1) Ancient people were aware of numerous different kinds of matter. The two major forms of matter that they dealt with were “metals” and “earths.” a. Metals: Gold, Silver, Copper, Iron, Mercury, Lead and Tin i. Used for weapons, etc b. Earths: Clay, mud, Sand, Silt, Loam, Ash i. Used for pottery, melted sand to make glass, used stone to make appliances ii. Woods used as well as fibers (clothing) 2) Development of Elements: a. Matter is one basic substance i. Thales – water basic element, found as gas, solid and liquid ii. Animaxander – all matter is from one “boundless thing”, determined by the qualities hot/cold, dry/wet iii. Anaximenes – Air is the one basic substance iv. Empedocles – Earth, water, fire, air b. Wood reveals composition of matter when it burns – matter is a combination of two or more elements – fire issues from it, water hisses from it, air (smoke) is produced from it, earth (ashes) remain behind c. Four elements, four qualities – air, fire, water, earth – cold/hot, dry/wet d. Elements can change state to another element – they are interchangeable ( i.e., water becomes air when it evaporates 3) Alchemists vs Chemists a. Similarities: concerned with composition, form and properties of materials; studies combine theoretical outlook with experimental curiosity; looking...
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...APA FORMATTING AND STYLE GUIDE by University of Malaya Library (UML) Title General Rules Content Single Author Two Authors Three to Six Authors More Than Six Authors Author - Malay Names (without family names) Author - Chinese Names Author - Chinese Names with English Names Author - Indian & Sikh Names (without family names) Inherited Names Conferred titles Local Government Institution as Author Foreign Government Institution as Author Unique Corporate Body Names Organization as Author Conference Names with Numbers Unknown Author Page 1-2 Reference List : Book Basic Format for Books Edited Book, No Author Edited Book with an Author or Authors A Translation Edition Other Than the First Article or Chapter in an Edited Book Multivolume Work Reference List : Articles in Periodicals Basic Form Article in Journal Paginated by Volume Article in Journal Paginated by Issue Article in a Magazine Article in a Newspaper Letter to the Editor Review Reference List : Other Print Sources An Entry in an Encyclopedia Work Discussed in a Secondary Source Dissertation Abstract Government Document Report from a Private Organization Conference Proceedings Published Conference Paper Unpublished Conference Paper Academic Exercise / Thesis (Unpublished) 3 4 5-6 i Title Content Page 7-8 Reference List : Electronic Sources Article From an Online Periodical Online Scholarly Journal Article Online Scholarly Journal Article with Printed Version Available Article...
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...Physical cosmology • • • V T E The Universe is commonly defined as the totality of existence,[1][2][3][4] including planets, stars, galaxies, the contents of intergalactic space, the smallest subatomic particles, and all matter and energy.[5][6] Similar terms include the cosmos, the world, reality, and nature. The observable universe is about 46 billion light years in radius.[7] Scientific observation of the Universe has led to inferences of its earlier stages. These observations suggest that the Universe has been governed by the same physical laws and constants throughout most of its extent and history. The Big Bang theory is the prevailing cosmological model that describes the early development of the Universe, which is calculated to have begun13.798 ± 0.037 billion years ago.[8][9] Observations of supernovae have shown that the Universe is expanding at an accelerating rate.[10] There are many competing theories about the ultimate fate of the universe. Physicists remain unsure about what, if anything, preceded the Big Bang. Many refuse to speculate, doubting that any information from any such prior state could ever be accessible. There are various multiverse hypotheses, in which some physicists have suggested that the Universe might be one among many or even an infinite number of universes that likewise exist.[11][12] Contents [hide] 1 Historical observation 2 History 3 Etymology, synonyms and definitions o o o o •...
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...Instruction Division SEATING ARRANGEMENT FOR THE TEST I & II Course No. Roo m No. No. of Stu den ts 1 7 ALL THE STUDENTS 12/9,4/11 8.00 -- 9.00 AM B310 ALL THE STUDENTS 12/9,4/11 8.00 -- 9.00 AM F102 2011B1AA557H 2012AAPS176H 12/9,4/11 8.00 -- 9.00 AM F103 2012AAPS181H 2012AAPS891H 12/9,4/11 8.00 -- 9.00 AM F105 2011B1A3696H 2012A3PS302H 12/9,4/11 8.00 -- 9.00 AM F103 2012A3PS303H 2012A3PS931H 12/9,4/11 8.00 -- 9.00 AM F106 ALL THE STUDENTS 12/9,4/11 8.00 -- 9.00 AM F106 ALL THE STUDENTS 12/9,4/11 8.00 -- 9.00 AM F107 ALL THE STUDENTS 12/9,4/11 12/9,4/11 8.00 -- 9.00 AM F107 8.00 -- 9.00 AM F107 ALL THE STUDENTS ALL THE STUDENTS 13 8 3 10 9 11 93 23 93 2 Course Name Date Time From To CSC461 DEG611 COMPUTER NETWORKS DYNAMICS & VIBRATION COMPUTER AIDED DRUG DESIGN COMMUNICAT ION SYSTEMS COMMUNICAT ION SYSTEMS COMMUNICAT ION SYSTEMS COMMUNICAT ION SYSTEMS MOLECULAR IMMUNOLOGY ADV CONCRETE STRUCTURES PHARMACOLO GY & TOXICOLOG PHARMACOLO GY I ADV DRUG DELIVERY SYSTEM 12/9,4/11 12/9,4/11 8.00 -- 9.00 AM B310 8.00 -- 9.00 AM B310 ALL THE STUDENTS PHAG541 ECEF311 ECEF311 EEEF311 EEEF311 BIOG514 CEG613 PHAC332 PHAF311 PHAG617 Instruction Division SEATING ARRANGEMENT FOR THE TEST I & II Course No. Roo m No. No. of Stu den ts 1 ALL THE STUDENTS 12/9,4/11 8.00 -- 9.00 AM F108 F109 8.00 -- 9.00 AM F201 2011B1A4700H 2012A4PS301H 2012A4PS304H 2012A4TS916H 2010B1A2651H 2012A2PS400H F202 8.00 -- 9.00 AM F203 2012A2PS402H 2012A2PS950H...
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