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- Y. Ling, Andreas Haselbacher, S. Balachandar
- J. Comput. Physics
- 2010

- Y. Ling, Francesco Bellotti, Riccardo Berta, Alessandro De Gloria
- ICALT
- 2012

- Y. Ling
- Computing
- 1997

In this paper an improved Moore test for the coupled system:f(x, y)=0,g(x, y)=0 is described: x+ is calculated from x and y in a forward-substep, and we use x+ and y to compute y+ in a backward-substep. It is shown that, if x+ ⊂ x, y+ ⊂ y, then a solution of the coupled system (x*,y*) ∈ (x+, y+) exists. On this foundation, we prove convergence of a point… (More)

- Lazim Abdullah, Yoke Ling
- 2011

—Study of fuzzy time series has increasingly attracted much attention due to its salient capabilities of tackling vague and incomplete data. A variety of forecasting models have devoted to improve forecasting accuracy. Recently, Fuzzy time-series based on Fibonacci sequence has been proposed as a new fuzzy time series model which incorporates the concept of… (More)

- Y. Ling
- Computing
- 1996

In this paper we discuss a class of nonlinear operators, that we name convex-decomposable operators, which have the nature:Fy−Fx≤(D 1 (x, y)+D 2 (x, y))(y−x) forx≤y, andD 1 andD 2 are isotone and antitone respectively. It is shown that it is a rather large class of operators, containing e.g. the operators whose second derivatives are bounded. For these… (More)

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