truncation error उदाहरण वाक्य
उदाहरण वाक्य
- Thus, it is to be expected that the global truncation error will be proportional to h.
- This shows that for small h, the local truncation error is approximately proportional to h ^ 2.
- This means that, in this case, the local truncation error is proportional to the step sizes.
- What does it mean when we say that the truncation error is created when we approximate a mathematical procedure?
- What is important is that it shows that the global truncation error is ( approximately ) proportional to h.
- The scheme is based on backward differencing and its Taylor series truncation error is first order with respect to time.
- The relation between local and global truncation errors is slightly different from in the simpler setting of one-step methods.
- Typically expressed using Big-O notation, local truncation error refers to the error from a single application of a method.
- Based on the backward differencing formula, the accuracy is only first order on the basis of the Taylor series truncation error.
- This is true in general, also for other equations; see the section " Global truncation error " for more details.