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Computer. Automation --- Number theory --- Factorization (Mathematics) --- Numbers, Prime --- Numbers, Prime. --- Factorization (Mathematics). --- Nombres premiers. --- Algorithmes. --- Algorithms. --- Algorithmes --- Nombres premiers --- Nombres, Théorie des
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Churchill, Winston --- Churchill, Winston, --- Great Britain --- Grande-Bretagne --- Politics and government --- Politique et gouvernement --- Prime ministers --- -929 CHURCHILL, WINSTON SPENCER --- Chancellors (Prime ministers) --- Chief ministers (Prime ministers) --- First ministers (Prime ministers) --- Premiers (Prime ministers) --- Cabinet officers --- Heads of state --- Biography --- Churchill, Winston Sir --- -Prime ministers --- -Churchill, Winston --- -Churchill, Winston, --- Cherchillʹ, Vinston, --- Churchill, Winston Leonard Spencer, --- Chʻiu-chi-êrh, --- Warden, --- Churchill, Winston S. --- Chŭrchil, Uinstŭn, --- Ts'urts'il, Ṿinsṭon, --- Cherchillʹ, Uinston, --- צ׳רצ׳יל, וינסטון --- צ'רציל, וינסטון ס., --- צ'רצ'יל, וינסטון, --- تشرشل، ونستون، --- Čʻurčʻili, Uinston, --- Spencer Churchill, Winston, --- -Biography --- Politics and government -
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On August 6, 2002,a paper with the title “PRIMES is in P”, by M. Agrawal, N. Kayal, and N. Saxena, appeared on the website of the Indian Institute of Technology at Kanpur, India. In this paper it was shown that the “primality problem”hasa“deterministic algorithm” that runs in “polynomial time”. Finding out whether a given number n is a prime or not is a problem that was formulated in ancient times, and has caught the interest of mathema- ciansagainandagainfor centuries. Onlyinthe 20thcentury,with theadvent of cryptographic systems that actually used large prime numbers, did it turn out to be of practical importance to be able to distinguish prime numbers and composite numbers of signi?cant size. Readily, algorithms were provided that solved the problem very e?ciently and satisfactorily for all practical purposes, and provably enjoyed a time bound polynomial in the number of digits needed to write down the input number n. The only drawback of these algorithms is that they use “randomization” — that means the computer that carries out the algorithm performs random experiments, and there is a slight chance that the outcome might be wrong, or that the running time might not be polynomial. To ?nd an algorithmthat gets by without rand- ness, solves the problem error-free, and has polynomial running time had been an eminent open problem in complexity theory for decades when the paper by Agrawal, Kayal, and Saxena hit the web.
Number theory. --- Algebra. --- Algorithms. --- Computers. --- Data encryption (Computer science). --- Mathematical statistics. --- Numbers, Prime. --- Polynomials. --- Mathematics --- Statistical inference --- Statistics, Mathematical --- Statistics --- Probabilities --- Sampling (Statistics) --- Data encoding (Computer science) --- Encryption of data (Computer science) --- Computer security --- Cryptography --- Automatic computers --- Automatic data processors --- Computer hardware --- Computing machines (Computers) --- Electronic brains --- Electronic calculating-machines --- Electronic computers --- Hardware, Computer --- Computer systems --- Cybernetics --- Machine theory --- Calculators --- Cyberspace --- Mathematical analysis --- Number study --- Numbers, Theory of --- Algebra --- Prime numbers --- Numbers, Natural --- Algorism --- Arithmetic --- Statistical methods --- Foundations --- Numbers, Prime --- Algorithms --- Computer science. --- Cryptography. --- Computer science --- Number Theory. --- Theory of Computation. --- Cryptology. --- Probability and Statistics in Computer Science. --- Mathematics. --- Informatics --- Science --- Computer mathematics --- Electronic data processing --- Cryptanalysis --- Cryptology --- Secret writing --- Steganography --- Signs and symbols --- Symbolism --- Writing --- Ciphers --- Data encryption (Computer science) --- Polynomials --- Polynômes --- Nombres premiers --- Algorithmes --- EPUB-LIV-FT SPRINGER-B
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Flandre --- Recepten (kookkunst) --- Recettes culinaires --- Vlaanderen --- Lefèvre, Theo --- Premiers ministres --- Lefèvre, Théo. --- Lefèvre, Theo, --- 929 LEFEVRE, Theo --- Chancellors (Prime ministers) --- Chief ministers (Prime ministers) --- First ministers (Prime ministers) --- Premiers (Prime ministers) --- Lefevre, Theo. --- -Cooking --- Cooking, Belgian. --- Restaurants --- -378.4 <493 LEUVEN> --- -Politics --- -Prime ministers --- Lefèvre, Théo. --- Politics --- Belgium --- 378.4 <493 LEUVEN> --- Prime ministers --- -#gsdb8 --- #C9201 --- Cabinet officers --- Heads of state --- 378.4 <493 LEUVEN> Universiteiten--België--LEUVEN --- Universiteiten--België--LEUVEN --- Biography --- Belgique --- België --- Bélgica --- Royaume de Belgique --- Belgii︠a︡ --- Kingdom of Belgium --- Koninkrijk van België --- Königreich Belgien --- Bèlgia --- Koninkryk van België --- Königriich Belgie --- Koninkrijk België --- Belgice --- Belgice Cynerīce --- بلجيكا --- Baljīkā --- مملكة بلجيكا --- Mamlakat Baljīkā --- Belchica --- Reino de Belchica --- Belghia --- Vãsilia di Belghia --- Royômo de Bèlg·ique --- Bélxica --- Reinu de Bélxica --- Bilkiya --- Bilgasuyu --- Bilhika Qhapaqsuyu --- Belçika --- Belçika Krallığı --- Бельгия --- Бельгия Короллеге --- Belʹgii︠a︡ Korollege --- Бельгія --- Belʹhii︠a︡ --- Каралеўства Бельгія --- Karaleŭstva Belʹhii︠a︡ --- Belhika --- Bäigien --- Kinigraich Bäigien --- Belgija --- Kraljevina Belgija --- Белгия --- Regne de Bèlgica --- Бельги --- Belʹgi --- Belgické království --- Gwlad Belg --- Teyrnas Gwlad Belg --- Belgien --- Kongeriget Belgien --- Bélgii Bikéyah --- Belgiska --- Kralojstwo Belgiskej --- Belgia Kuningriik --- Βέλγιο --- Velgio --- Βασίλειο του Βελγίου --- Vasileio tou Velgiou --- Reino de Bélgica --- Belgio --- Reĝlando Belgio --- Belgujo --- Belgika --- Belgje --- Belgjo --- Belgjiche --- Bheilg --- Ríocht na Beilge --- Velg --- Reeriaght ny Belg --- Belgiya --- Rìoghachd na Beilge --- Pí-li-sṳ̀ --- Belʹjmudin Nutg --- Pelekiuma --- Regno del Belgio --- בלגיה --- Belgiyah --- ממלכת בלגיה --- Mamlekhet Belgiyah --- Belgijskô --- Pow Belg --- Ruwvaneth Belgek --- Ububiligi --- Ububirigi --- Igihugu cyʼUbubirigi --- Ubelgiji --- Ufalme wa Ubelgiji --- Belezi --- Nsi ya ntotila ya Belezi --- Bèljik --- Beljika --- Beļgeja --- Beļg̓ijas Karaliste --- Belsch --- Kinnekräich Belsch --- Belgijos Karalystė --- Belsj --- Keuninkriek Belsj --- Beldjym --- Belga Királyság --- Белгија --- ベルギー --- Berugī --- Politics and government --- Lefèvre, Theo. --- Hotels --- Historische en vergelijkende pedagogiek. --- Biography. --- Cooking --- Biographie --- Politique et gouvernement --- Cuisine --- Kookkunst --- Politicians --- 378.4 <493 LEUVEN> Universities--Belgium--LEUVEN --- Universities--Belgium--LEUVEN --- -Cuisine --- 960 --- België 20ste eeuw --- levensbeschrijvingen --- biographies et mémoires --- -960 --- -Biography
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Social law. Labour law --- Belgium --- arbeidsrecht --- loonpremie --- droit du travail --- prime de salaire --- premia --- prémie --- προσαυξήσεις μισθού --- паричен бонус --- preemia --- jutalom --- bonus payment --- pagesë shtesë --- премия --- premio salariale --- prima salarial --- plata primelor --- новчана награда уз плату --- prēmiju izmaksa --- pagament tal-bonus --- prémio salarial --- novčana nagrada za rad --- premija --- bonus --- Gehaltsprämie --- dodatno nagrajevanje --- επίδομα πολυετίας --- tryliktasis atlyginimas --- tillägg --- trīspadsmitā alga --- Festsetzung der Prämien --- shpërblim vjetërsie --- prēmija --- osobní ohodnocení --- ikälisä --- 13. plaća --- priemokų sistema --- gada noslēguma piemaksa --- kolmeteistkümnes palk --- premie --- priemokos nustatymas --- piemaksa par stāžu --- bonusfastsættelse --- årsbonus --- eindejaarspremie --- bonus determination --- prime de fin d'année --- premija prie darbo užmokesčio --- odmena --- end of year bonus --- primă de vechime --- додаток на плата за кариера --- систем за наградување --- vaststelling van premies --- anciennitetstillæg --- καθορισμός προσαυξήσεων --- metinė premija --- trettende månedsløn --- dreizehntes Monatsgehalt --- καθεστώς προσαυξήσεων --- επιμίσθιο --- osobní příplatek --- bonussystem --- paga extra --- rroga e trembëdhjetë --- tredicesima mensilità --- prémio de antiguidade --- bonusjärjestelmä --- trinásty plat --- premio di fine anno --- përcaktim i shpërblimit --- piemaksu noteikšana --- určenie prémií --- Prämiensystem --- premio di anzianità --- premio --- věrnostní příplatek --- wage premium --- extra månadslön --- premēšanas sistēma --- Weihnachtsgratifikation --- fastställande av bonus --- kerstgratificatie --- δέκατος τρίτος μισθός --- тринаесетта плата --- prémium --- régime de prime --- shpërblim i fundvitit --- sikerdíj --- stabilire prime --- mzdový příplatek --- mimořádná odměna --- božićnica --- kuukauden ylimääräinen palkka --- primă de sfârșit de an --- aastapreemia --- seniority bonus --- επίδομα --- ekstra månedsløn --- bonificação salarial --- prima --- regime dos prémios --- lisapalk --- jubilarna nagrada --- lisatasude süsteem --- piemaksa pie algas --- systém prémií --- bonusten määrittäminen --- anciennitetstillägg --- Dienstalterszulage --- preemiate määramine --- nagrada za dugogodišnji rad --- mzdová prémia --- premio di produzione --- jutalmazási rend --- reward --- sobresueldo --- stimulacija --- Alterszulage --- mzdová prémie --- Alterszuschlag --- lisäkorvaus --- Gratifikation --- čtrnáctý plat --- fissazione del premio --- prémia za odpracované roky --- tizenharmadik havi illetmény --- bonusordning --- julgratifikation --- vuosibonus --- prim i pagës --- jubileumi jutalom --- incentivo --- koncoročné prémie --- lisatasu --- gratificación --- belønning --- al treisprezecelea salariu --- prima de antigüedad --- regime dei premi --- régimen de prima --- prime --- prémio --- 13. havi illetmény --- thirteenth month's salary --- fixação do prémio --- décimo terceiro mês --- fijación de prima --- recompensă --- Gehaltszulage --- třináctý plat --- bonus system --- dertiende maand --- Prämienlohnsystem --- fixation de prime --- Zuschlag --- premiestelsel --- prime d'ancienneté --- dienstjarenpremie --- priemoka už gerą darbą --- premijinė išmoka --- treizième mois --- lisäpalkka --- Sonderzuwendung --- sistem de prime --- priemoka už darbo stažą --- sistem i shpërblimit --- εργατικό δίκαιο --- Arbeitsrecht --- munkajog --- radno pravo --- arbejdsret --- prawo pracy --- pracovní právo --- трудово право --- радно право --- labour law --- työoikeus --- dlí an tsaothair --- direito do trabalho --- Derecho del trabajo --- diritto del lavoro --- darbo teisė --- arbetsrätt --- delovno pravo --- liġi tax-xogħol --- e drejta e punës --- tööõigus --- darba tiesības --- pracovné právo --- dreptul muncii --- arbetslagstiftning --- employment law --- засновање работен однос --- disciplina giuridica del lavoro --- droits du travailleur --- трудово законодавство --- εργατική νομοθεσία --- statuto dei lavoratori --- legislazione del lavoro --- munkavállalók joga --- munkaügyi jogszabályok --- tutela dei lavoratori --- pracovní legislativa --- nodarbināto tiesības --- kolektivní pracovní právo --- direitos do trabalhador --- legislación laboral --- radno zakonodavstvo --- δικαιώματα των εργαζομένων --- työlainsäädäntö --- arbetstagarens rättigheter --- të drejtat e punonjësve --- diritti del lavoratore --- legislação do trabalho --- darbo įstatymai --- Derecho laboral --- estatuto de los trabajadores --- derechos del trabajador --- individuální pracovní právo --- tööseadusandlus --- legislación del trabajo --- darbininkų teisės --- drepturile salariaților --- darbinieka tiesības --- norme sul lavoro --- zákon o zaměstnanosti --- työntekijän oikeudet --- labour legislation --- darba tiesību akti --- workers' rights --- pracovnoprávna legislatíva --- arbejdstageres rettigheder --- práva pracujúcich --- legislația muncii --- munkaügyi jogalkotás --- Recht der Berufsausübung --- rechten van de arbeider --- pracovní zákon --- darba likumdošana --- arbejdslovgivning --- législation du travail --- arbeidswetgeving --- radnička prava --- töötaja õigused --- e drejta e punësimit --- права од работен однос --- laisvė dirbti --- legjislacion i punës --- Recht des Arbeitnehmers --- Arbeitsgesetzgebung --- íocaíocht bhónais
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Politicians. Diplomats --- Biography: 1800-1899 --- Belgium: persons --- Biography: 1900-1999 --- Belgique ; histoire --- België ; geschiedenis --- Biographies --- Levensbeschrijvingen --- Politiek --- Politique --- Prime ministers --- Belgium --- Politics and government --- Belgische geschiedenis --- Binnenlandse politiek --- 328.13 --- Federale staat/instellingen (staatshervorming) --- Grondwettelijk recht --- 949.3 --- #BUAR:bibl.de Bock --- 354*1 <493> --- 328.13 <493> --- #C9201 --- Gouvernement Regering --- Biographies Biografieën --- Personnages politiques Politieke figuren --- Portraits (biographies) Persoonbeschrijvingen (biografieën) --- Histoire de l'administration Geschiedenis van de overheid --- Politici. Diplomaten --- Biografie: 1800-1899 --- Biografie: 1900-1999 --- België: personen --- uitvoerende macht --- politieke geschiedenis --- biografieen --- belgie --- C8 --- politiek --- biografie --- België [land - BE] --- Kabinetten. Kabinetsformatie. Regeringsvorming. Kabinetsvorming. Ministerspresident. Regeringsvorming --- Geschiedenis van België --- pouvoir executif --- histoire politique --- biographies --- belgique --- Ideologie en politiek --- 949.3 Geschiedenis van België --- 328.13 Kabinetten. Kabinetsformatie. Regeringsvorming. Kabinetsvorming. Ministerspresident. Regeringsvorming --- Eerste minister --- 328.13 (493)"1830/1988" --- Politiek. --- #gsdb8 --- Internal politics --- History of Belgium and Luxembourg --- 949.3 History of Belgium --- History of Belgium --- 920 --- België politiek --- België 20ste eeuw --- geschiedenis België --- histoire Belgique --- Prime ministers - Belgium - Biography --- Belgium - Politics and government - 1830-1914 --- Belgium - Politics and government - 1914 --- -Binnenlandse politiek --- -Politiek.
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"The P-NP problem is the most important open problem in computer science, if not all of mathematics. The Golden Ticket provides a nontechnical introduction to P-NP, its rich history, and its algorithmic implications for everything we do with computers and beyond. In this informative and entertaining book, Lance Fortnow traces how the problem arose during the Cold War on both sides of the Iron Curtain, and gives examples of the problem from a variety of disciplines, including economics, physics, and biology. He explores problems that capture the full difficulty of the P-NP dilemma, from discovering the shortest route through all the rides at Disney World to finding large groups of friends on Facebook. But difficulty also has its advantages. Hard problems allow us to safely conduct electronic commerce and maintain privacy in our online lives. The Golden Ticket explores what we truly can and cannot achieve computationally, describing the benefits and unexpected challenges of the P-NP problem"--
Computer science --- NP-complete problems. --- Computer algorithms. --- Problems, NP-complete --- Computational complexity --- Algorithms --- NP-complete problems --- Computer algorithms --- Mathematics --- Physical Sciences & Mathematics --- Algebra --- MATHEMATICS / Mathematical Analysis. --- MATHEMATICS / Linear Programming. --- MATHEMATICS / History & Philosophy. --- COMPUTERS / Programming / Algorithms. --- Facebook. --- Frenemy. --- Hamiltonian paths. --- Internet. --- Ketan Mulmuley. --- Leonid Levin. --- Martin Hellman. --- NP problem. --- NP problems. --- NP-complete. --- P versus NP problem. --- P versus NP. --- Richard Feynman. --- Steve Cook. --- Twitter. --- Urbana algorithm. --- Whitfield Diffie. --- academic work. --- algebraic geometry. --- algorithm. --- algorithms. --- approximation. --- big data. --- computational problems. --- computer science. --- computers. --- computing. --- cryptography. --- cryptosystem. --- database. --- decryption. --- digital computers. --- efficient algorithms. --- efficient computation. --- encryption. --- factoring. --- fast computers. --- graph isomorphism. --- heuristics. --- linear programming. --- mathematics. --- max-cut. --- network security. --- networking. --- new technologies. --- parallel computation. --- perebor. --- prime numbers. --- problems. --- programming. --- public-key cryptography. --- quantum computers. --- quantum computing. --- quantum cryptography. --- quantum mechanics. --- quantum physical systems. --- research community. --- secret messages. --- social networking data. --- solution. --- teleportation.
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Beginning with a general discussion of bordism, Professors Madsen and Milgram present the homotopy theory of the surgery classifying spaces and the classifying spaces for the various required bundle theories. The next part covers more recent work on the maps between these spaces and the properties of the PL and Top characteristic classes, and includes integrality theorems for topological and PL manifolds. Later chapters treat the integral cohomology of BPL and Btop. The authors conclude with a discussion of the PL and topological cobordism rings and a construction of the torsion-free generators.
Algebraic topology --- 515.16 --- Classifying spaces --- Cobordism theory --- Manifolds (Mathematics) --- Surgery (Topology) --- Differential topology --- Homotopy equivalences --- Topology --- Geometry, Differential --- Spaces, Classifying --- Fiber bundles (Mathematics) --- Fiber spaces (Mathematics) --- Topology of manifolds --- Classifying spaces. --- Cobordism theory. --- Manifolds (Mathematics). --- Surgery (Topology). --- 515.16 Topology of manifolds --- Bijection. --- Calculation. --- Characteristic class. --- Classification theorem. --- Classifying space. --- Closed manifold. --- Cobordism. --- Coefficient. --- Cohomology. --- Commutative diagram. --- Commutative property. --- Complex projective space. --- Connected sum. --- Corollary. --- Cup product. --- Diagram (category theory). --- Differentiable manifold. --- Disjoint union. --- Disk (mathematics). --- Effective method. --- Eilenberg–Moore spectral sequence. --- Elaboration. --- Equivalence class. --- Exact sequence. --- Exterior algebra. --- Fiber bundle. --- Fibration. --- Function composition. --- H-space. --- Homeomorphism. --- Homomorphism. --- Homotopy fiber. --- Homotopy group. --- Homotopy. --- Hopf algebra. --- Iterative method. --- Loop space. --- Manifold. --- Massey product. --- N-sphere. --- Normal bundle. --- Obstruction theory. --- Pairing. --- Permutation. --- Piecewise linear manifold. --- Piecewise linear. --- Polynomial. --- Prime number. --- Projective space. --- Sequence. --- Simply connected space. --- Special case. --- Spin structure. --- Steenrod algebra. --- Subset. --- Summation. --- Tensor product. --- Theorem. --- Topological group. --- Topological manifold. --- Topology. --- Total order. --- Variétés topologiques --- Topologie differentielle
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