Modelirovanie zadach neodnorodnykh v ob"eme
| AUTHOR | Shumeyko Aleksandr |
| PUBLISHER | LAP Lambert Academic Publishing (12/02/2014) |
| PRODUCT TYPE | Paperback (Paperback) |
Description
Primenenie algoritma pryamogo scheta mozhet byt' ekonomicheski opravdannym po skorosti polucheniya resheniya i ispol'zovaniyu operativnoy pamyati vychislitel'nykh sredstv. Algoritm pryamogo scheta ne trebuet resheniya sistem lineynykh uravneniy, no dolzhen obladat' neobkhodimymi svoystvami ustoychivosti i skhodimosti, dopuskat' reshenie sistem fizicheskikh uravneniy i vozmozhnost' rasparallelivaniya vychislitel'nogo protsessa.Razrabotana dvukhstadiynaya chislennaya skhema na osnove metoda 'igry v klassiki' ili metoda 'shakhmatnykh kletok', predlozhennogo A.Gurli (A.Gourley). Primeneny teoreticheskie metody otsenki ustoychivosti i skhodimosti chislennykh skhem. Poluchennye chislennye resheniya sravnivalis' s zadachami s izvestnym tochnym resheniem, i s rezul'tatami, vychislennymi analogichnymi kommercheskimi programmnymi sredstvami.
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Product Format
Product Details
ISBN-13:
9783659641787
ISBN-10:
3659641782
Binding:
Paperback or Softback (Trade Paperback (Us))
Content Language:
Russian
More Product Details
Page Count:
104
Carton Quantity:
68
Product Dimensions:
6.00 x 0.25 x 9.00 inches
Weight:
0.36 pound(s)
Country of Origin:
US
Subject Information
BISAC Categories
Computers | Business & Productivity Software - General
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Primenenie algoritma pryamogo scheta mozhet byt' ekonomicheski opravdannym po skorosti polucheniya resheniya i ispol'zovaniyu operativnoy pamyati vychislitel'nykh sredstv. Algoritm pryamogo scheta ne trebuet resheniya sistem lineynykh uravneniy, no dolzhen obladat' neobkhodimymi svoystvami ustoychivosti i skhodimosti, dopuskat' reshenie sistem fizicheskikh uravneniy i vozmozhnost' rasparallelivaniya vychislitel'nogo protsessa.Razrabotana dvukhstadiynaya chislennaya skhema na osnove metoda 'igry v klassiki' ili metoda 'shakhmatnykh kletok', predlozhennogo A.Gurli (A.Gourley). Primeneny teoreticheskie metody otsenki ustoychivosti i skhodimosti chislennykh skhem. Poluchennye chislennye resheniya sravnivalis' s zadachami s izvestnym tochnym resheniem, i s rezul'tatami, vychislennymi analogichnymi kommercheskimi programmnymi sredstvami.
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