The Symbolic Machines of "Envy"

In the novel "jealousy" they seem to be deadly conflicts between real productionism and early constitutionism. The three machines are a common kitchen, a mysterious machine Opehila, and Anechka Prokopovich's bed. All the protagonists compete for power throughout the novel and are connected to these three machines. The common point between these three machines and their designs is the management of human life. The first machine under discussion is a communal kitchen leading to Andrei Babichev.

Figure 5 (a) is a machine tool table for determining whether the input is odd or even. The handpiece instruction manual is in order of replacement symbol / head movement direction / new state. Except for the two cases, the head replaces each symbol with a blank square. These conditions are when the head encounters a null and is in an odd or even state. Fig. (B) shows four repetitions of Turing machine (a) for 3 symbol input. Figure 6. Figure (a) is a simulation of a Turing machine with a cellular automaton. Stateless combinations of 6 symbols - each state combination and 2 symbols - are colored with ca. Fig. (B) is a machine table of Turing machine. Pointers and colors represent states and symbols, respectively. Figure (c) shows the rules derived from c.a. on the Turing machine table.

Turing machine is a mathematical model of calculation that defines an abstract machine that manipulates symbols on tape according to the rules table. The model is simple, but considering computer algorithms, you can build a Turing machine that can simulate the logic of the algorithm. Turing's "one machine" develops a "programming language" to transfer the focus of computing from hardware to software and build software applications. The so-called second generation programming language (2 GL) or assembly language is closely related to the instruction set architecture of a particular computer. However, they make the "program" more human-like and free programmers from the tedious and error-prone memory "address" calculations of the first generation programming language (1 GL).