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The coordinates (a, a) of the fixed point, by construction, correspond to the mean of the xi−1 and xi+1 values which define all local minima (for high fixed point) or local maxima (for low fixed point).
Briefly: in rat liver cancer cells, we observed that the bisecting lines of trough vectors converged on a high fixed point.
We previously observed a high fixed point coordinating the local minima of growth of liver cancer cells, which are deregulated to grow very rapidly.
In these series, which fluctuate from peak to trough without intermediate values, the level of the fixed point, if present, is equal to the mean of local maxima (for low fixed point) or local minima (for high fixed point).
ii) In the case of birhythmic oscillations (Figure 10 middle), there are two vectors representing all local maxima, the bisecting lines of which intersect the diagonal at a low fixed point, and two vectors representing all local minima, the bisecting lines of which intersect the diagonal at a high fixed point.
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Recently, Samet and Vetro [32] extended the idea of coupled as well as quadrupled fixed point to higher dimensions by introducing the notion of fixed point of n-order (or n-tupled fixed point, where (nin mathbb N) and (nge 3)) and presented some n-tupled fixed point results in complete metric spaces, using a new concept of f-invariant set.
Thereafter Samet and Vetro [34] extended the idea of coupled fixed point to higher dimensions by introducing the notion of fixed point of n-order (or n-tupled fixed point, where n is natural number greater than or equal to 2) and presented some n-tupled fixed point results in complete metric spaces, using a new concept of F-invariant set.
This can be done over fixed point processor of high clock rate.
Those networks with more connections generally have higher escape times and are thus more stable around the fixed point.
This chapter introduces the concept of fixed point arithmetic in VHSIC hardware description language (VHDL), where VHSIC stands for very high speed integrated circuit.
Hence, has fixed point and fixed point.
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