Launched in 1973 with its now-infamous

quartic (or square) steering wheel, it became known as "the worst car of all time".

Hence, from equation (1) it is soon seen that x satisfies the

quartic equation

Decades ago Austin invented the

quartic wheel - a much criticized semi-square affair- for the Allegro.

The former equation is an octic polynomial in the variable l and hence can have at most 8 possible integral solutions, and the latter is a

quartic in l and hence can have at most 4 possible integral solutions.

Among specific topics are the impact of water depth on dynamic characteristics of a bridge, the sensitive frequency of fixed-point loading for a track loading vehicle, an extension of the

quartic Said-Bell curve with two parameters, a benchmark study on the finite element analysis of two interacting circular holes, a hybrid algorithm for multi-objective optimization problems, flexible charging power supply of pulse capacitors, and simulating and evaluating marine product virtual factory.

The hazard includes a

quartic in time to control for the negative duration dependence in the probability of entering a job (particularly from a first long-term unemployment spell, as shown in figure 3).

The number of such amplitude functions that are available for this purpose is limited at present because of the problem of the complex nature of confluent Heun functions in the directly derived amplitude functions and because of the intractability of explicit algebraic solutions of

quartic polynomials in the indirectly derived functions [8].

88873, the greatest real root of the

quartic polynomial

f]) can be further introduced to utilize (11b)

quartic spline curve equation to solve the problem

It can be observed from Table 4 that I-TLBO outperforms the basic TLBO and PS-ABC algorithms for the

Quartic, Penalized, and Penalized 2 functions (for all the dimensions) and the Rosenbrock function (for 20 dimensions).

The representative equation of the best fit polynomial dotted trend line is

quartic with R2 value of 0.

2, section A), the relationship for polynomial functions, including quadratic, cubic,

quartic, and exponential, is examined.