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According to the Chinese government, an increasing number of stu dents who study abroad return to China, owing to the increased business opportunities, improved social infrastructure in the larger cities, perks, and availability of venture capital funding. The same trend is evident in Korea, Japan, and other Asian countries.

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S corporations These are special types of corporations that offer the advantages of limited liability, but there is no tax on the corporate level This type of entity is limited to 75 or fewer shareholders Partnerships and limited partnerships A partnership pays no income or loss at the entity level; income is reported on the returns of its partners Standard partnerships do not offer limited liability, unless they are established as limited liability partnerships Limited liability companies These entities are taxed as partnerships (that is, no tax at the entity level) but offer limited liability They are recognized in all 50 states and have become a more popular alternative to limited partnerships because of favorable and relatively uniform state laws Each type of business entity has distinct requirements for formation, maintenance, and reporting.

(6.18)

and the second term is the vacuum fluctuation contribution, (6.19)

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For example, limited liability companies generally must le an annual report in the state in which they are established, and they must pay a fee at that time Consider a hypothetical entrepreneur named Norm Norm decides to open his own business, a vegetarian catering service called Quit Meating Like This (He has always loved to cook) Norm buys a copy of QuickBooks to help him keep track of his accounts receivable, accounts payable, inventory, and the payroll for his assistants After installing the program, Norm is uncertain how to answer some of the questions in the EasyStep Interview prior to setting up his Chart of Accounts Most notably, he cannot decide how to answer the question as to which type of income tax reporting form his new business uses.

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The public attitude toward biotech de nes the sociopolitical infrastructure in which biotech companies operate and the markets they can exploit Fur thermore, the sociopolitical environment is as important as funding is to the pace of biotech research, development, and productization For exam ple, China, Singapore, and Malaysia, are among several Asian countries that are pursuing leading-edge biotech research and development with gov ernment funding This incentive has signi cant impact on embryonic stem cell research and other lead-edge biotechnologies that have hit political snags in the United States, Europe, and elsewhere For example, whereas embryonic stem cell research is banned in the United States, Australia is recognized as one of the leaders in stem cell research, partly because it is actively supported by the Australian government.

Now, we are going to calculate the expectation values of (6.18) and (6.19) up to first order in the fine structure constant. We start with the radiation reaction contribution (6.18). Because As is already proportional to q, we can approximate all atomic operators by the corresponding unperturbed atomic operators. The unperturbed atomic operators are those of the uncoupled atom. We will denote them by the subscript a. They satisfy the following Heisenberg equations of motion:

(6.20) (6.21)

Is he a sole proprietorship, partnership, or corporation Norm decides to exit the program and do some research as to which entity type is most suitable for his business before proceeding further..

From these two equations, we can write the first-order expansion in the fine structure constant of equation (6.18) as (6.22) where As,a is given by

In the last step in (6.23), we have used equation (6.20) and neglected the contribution to mass renormalization in (6.23). Substituting (6.23) in (6.22) and taking the expectation value for the case where initially the atom is in an arbitrary atomic energy levella} and the field in the vacuum state, we obtain (6.24) In the case of the vacuum contribution (6.19), Avac is of zero order in the coupling constant, so the atomic operators have to be computed up to first order in the coupling constant. It is convenient to write the perturbation expansion of (6.19), up to first order in the fine structure constant, as

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