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Home > Art, Film & Photography > Structur: CL Diri I Structuri, Organiza II, Sisteme, Structura P Mantului, Structura Proteinelor, Structuri Algebrice, Structuri de Date
Structur: CL Diri I Structuri, Organiza II, Sisteme, Structura P Mantului, Structura Proteinelor, Structuri Algebrice, Structuri de Date

Structur: CL Diri I Structuri, Organiza II, Sisteme, Structura P Mantului, Structura Proteinelor, Structuri Algebrice, Structuri de Date


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About the Book

Surs: Wikipedia. Pagini: 42. Capitolele: Cl diri i structuri, Organiza ii, Sisteme, Structura P mantului, Structura proteinelor, Structuri algebrice, Structuri de date, Structur social, Sol, Grup, Asasinii, Straturile P mantului, List, Algebr universal, Organiza ia Na iunilor Unite pentru Educa ie, tiin i Cultur, Gaura de foraj de la Kola, Aminoacid, Castrul roman Arutela, Pedosfer, Structur de date, M n stirea Dintr-un Lemn, Leo clubs, Service Civil International, Organiza ie f r scop lucrativ, Litosfer, Spa iu vectorial, Stiv, Acoperi, Plierea proteinelor, Platform continental, M n stirea Surpatele, Scoar a terestr, Dom geodezic, Sistem informatic, Partidul Muncitorilor din Kurdistan, Boolean, Teoria general a sistemelor, Biserica Adormirea Maicii Domnului din Borze ti, Ierarhie, Izomorfism, GS1, Corp, Burghezie, Grup abelian, Very Important Person, Blender Foundation, Algebr peste un corp, Inel comutativ, Adler, Uniunea Chinologic din Moldova. Extras: In matematic, un grup este o structur algebric ce const dintr-o mul ime pe care este definit o lege de compozi ie intern (opera ie) care combin dou elemente ale mul imii pentru a forma un al treilea element al aceleia i mul imi. Pentru a fi un grup, mul imea i opera ia trebuie s satisfac o serie de condi ii, denumite axiomele grupurilor, i anume asociativitatea, existen a elementului neutru i a elementului simetric. De i acestea sunt propriet i cunoscute ale multor structuri matematice, cum ar fi mul imile de numere-de exemplu, mul imea numerelor intregi impreun cu opera ia de adunare formeaz un grup- formularea axiomelor este deta at de natura concret a grupului i de opera ia respectiv . Aceasta permite manevrarea unor entit i de origini matematice diferite intr-o manier flexibil, p strand in acela i timp aspecte structurale esen iale comune ale multor tipuri de obiecte. Omniprezen a grupurilor in numeroase domenii-atat matematice cat i din afara matematicii-face d...


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Product Details
  • ISBN-13: 9781232237044
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 44
  • Spine Width: 2 mm
  • Weight: 95 gr
  • ISBN-10: 1232237043
  • Publisher Date: 08 Aug 2011
  • Binding: Paperback
  • Language: Romanian
  • Returnable: N
  • Sub Title: CL Diri I Structuri, Organiza II, Sisteme, Structura P Mantului, Structura Proteinelor, Structuri Algebrice, Structuri de Date
  • Width: 189 mm


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