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Discoveries Requiring New Proof of Principle AI capabilities will also continue to mature, resulting in the development of isolated knowledge bases that might allow computer hardware/software systems to mount realistic challenges to the Turing test by 2035. In this area, we could expect innovations related to the use of AI technology to mimic the thinking processes of the human brain; the development of capabilities of computer-generated software; and ultimately the development of computer innovations, probably related to advances in parallel processing and neural network systems, leading to human knowledge becoming exceeded by machine knowledge. Beyond these possibilities are forecasts for discoveries that will require Serendipity. Discoveries Requiring Serendipity Futurists and technology experts say robots and arti cial intelligence of various sorts will become an accepted part of daily life by the year 2050 and will almost completely take over physical work.32 To achieve the goal of developing capabilities that will begin to exploit the connections of the Web and the emergence of the ubiquitous Web will require serendipitous discoveries of which we aren t currently aware. It is likely that such developments will be motivated by the approach to a technology singularity such as the acceleration of nanotechnology, robotics, or genetics. The subject of a technology singularity, a concept introduced by inventor and futurist Ray Kurzweil, is the topic of the next chapter.

The code in this section implements a system in which a customer can buy or sell stocks. The application executes one of two methods from a stateless session bean: buy and sell. What follows is the code for the home and remote interfaces, support classes, and a sample client that invokes the EJB object through the remote interface. The buy and sell methods interact with a relational table called stocktable. Here are the relevant columns for table stocktable used in the stateless session bean example: Create table stocktable( customerID sharesymbol numSharesOnAcct ) Although simple, the table suffices for our sample stateless bean application. The payment bean uses two application classes: StockCustomer and StockTradeResult. Listings 14-2 and 14-3 show the code for these classes. Listing 14-2: Code for the StockCustomer class package chapter14.stocktrader ; import java.io.* ; public class StockCustomer implements Serializable { private String custName ; private int custID ; private String custAcctNum ; public StockCustomer( String cName, int cID, String cAcctNum ) { custName = cName ; custID = cID ; custAcctNum = cAcctNum ; } public String getCustName () { return custName ; } public int getCustID () { return custID ; } public String getCustAcctNum () { return custAcctNum ; } NUMBER Primary Key, CHARACTER( 4 ) Primary Key, NUMBER

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Recently supercapacitors are attracting much attention as new power sources complementary to secondary batteries The term supercapacitors is used for both electrochemical double-layer capacitors (EDLCs) and pseudocapacitors The EDLCs are based on the double-layer capacitance at carbon electrodes of high specific areas, while the pseudocapacitors are based on the pseudocapacitance of the films of redox oxides (RuO2, IrO2, etc) or redox polymers (polypyrrole, polythiophene, etc) The principle of the EDLC is shown in Fig 123 The capacitor, consisting of two carbon electrodes and an electrolyte solution between them, is charged/discharged with a voltage in the double-layer region, ie well below the width of the potential window Because the fibrous or powdery carbon electrodes have large capacitance (100 150 F g 1), the electricity stored in the charging process is considerable and the capacitor in the discharging process can work as a power source.

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From Eq (710), if we plot the value of Kc1/2 against c, we get a linear relation of 1=2 1=2 slope equal to Kt KA kI and intercept equal to KA KI If we get the value of KI t I I from Walden s rule and assume that kt K =3 or 2KI =3 kI cannot be detert mined experimentally), we can obtain the values of KA and Kt [18] The values of KA and Kt in Table 71 were obtained in low permittivity solvents The cationic and anionic triple ions can remain stable in low permittivity solvents, because triple ions are large in size and are not easily associated (Section 26) Thus, some electrolytes are highly soluble in low permittivity solvents and they show conductivities comparable to or higher than solutions in high permittivity solvents.

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