cash mashine - translation to greek
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cash mashine - translation to greek

AN EMBEDDED RUNGE-KUTTA METHOD FOR NUMERICALLY SOLVING DIFFERENTIAL EQUATIONS
Cash karp; Cash-Karp; Cash–Karp; Cash-Karp method

cash mashine      
ατμ
ΑΤΜ      
cash mashine
cash register         
  • Modern cash register with touchscreen interface
  • Antique cash register in a cafe, Darjeeling
  • National Cash Register]] expressly built for a merchant in [[Nové Město nad Metují]], Austro-Hungary, 1904
  • Self-checkout machine at [[Home Depot]] store, Pin Oak, [[Houston]], [[Texas]]
  • Various types of modern cash registers.
  • Modern point-of-sale system with stationary barcode scanner below the monitor, installed at [[NSK Trade City]] branch in [[Kota Damansara]], [[Malaysia]].
  • [[National Cash Register]]
  • 226x226px
  • Surrey]] Museum, [[British Columbia]], Canada
  • Cash register in a store in [[Severodvinsk]], [[Russia]], 2009
MECHANICAL OR ELECTRONIC DEVICE FOR REGISTERING AND CALCULATING TRANSACTIONS AT A POINT OF SALE
Cash registers; Cash drawer; Cash Register; Till (cash); Cash drawers; Electronic cash register; Electronic Cash Register; Cash Drawer; Till (commerce); Gross Cash Registers; Automated money handling system
μηχανή ταμείου, ταμειακή μηχανή, ταμείο

Definition

cash flow
also cashflow
The cash flow of a firm or business is the movement of money into and out of it. (BUSINESS)
A French-based pharmaceuticals company ran into cash-flow problems and faced liquidation.
N-UNCOUNT

Wikipedia

Cash–Karp method

In numerical analysis, the Cash–Karp method is a method for solving ordinary differential equations (ODEs). It was proposed by Professor Jeff R. Cash from Imperial College London and Alan H. Karp from IBM Scientific Center. The method is a member of the Runge–Kutta family of ODE solvers. More specifically, it uses six function evaluations to calculate fourth- and fifth-order accurate solutions. The difference between these solutions is then taken to be the error of the (fourth order) solution. This error estimate is very convenient for adaptive stepsize integration algorithms. Other similar integration methods are Fehlberg (RKF) and Dormand–Prince (RKDP).

The Butcher tableau is:

The first row of b coefficients gives the fifth-order accurate solution, and the second row gives the fourth-order solution.