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<P ><FONT face="Times New Roman">prove</FONT></P>
<P ><FONT face="Times New Roman">show</FONT></P>
<P ><FONT face="Times New Roman">present</FONT></P>
<P ><FONT face="Times New Roman">develop</FONT></P>
<P ><FONT face="Times New Roman">generalize</FONT></P>
<P ><FONT face="Times New Roman">investigate</FONT></P>
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<P ><FONT face="Times New Roman">aim</FONT></P>
<P ><FONT face="Times New Roman">object </FONT></P>
<P ><FONT face="Times New Roman">purpose</FONT></P></DIV></TD></TR></TABLE> The of this is to …<p></p></P>
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<P ><FONT face="Times New Roman">prove</FONT></P>
<P ><FONT face="Times New Roman">show</FONT></P>
<P ><FONT face="Times New Roman">present</FONT></P>
<P ><FONT face="Times New Roman">develop</FONT></P>
<P ><FONT face="Times New Roman">generalize</FONT></P>
<P ><FONT face="Times New Roman">investigate</FONT></P></DIV></TD></TR></TABLE><FONT face="Times New Roman"> It is the purpose of this paper to </FONT>…<p></p></P>
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<P ><FONT face="Times New Roman">is concerned</FONT></P>
<P ><FONT face="Times New Roman">deals </FONT></P></DIV></TD></TR></TABLE> This paper with…<p></p></P>
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<P ><FONT face="Times New Roman">prove</FONT></P>
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<P ><FONT face="Times New Roman">propose to show</FONT></P></DIV></TD></TR></TABLE> In this paper we …<p></p></P>
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<P align=left>2.如果需要简略回顾历史,然后再说明自己文章的内容,则可参考采用下面句子。<p></p></P>
<P align=left><FONT face="Times New Roman"> The problem…was first treated by…and later…improved by…The purpose of this paper is to prove that it holds in a more general case.<p></p></FONT></P>
<P align=left><FONT face="Times New Roman"> …first raised the problem which was later partly solved by…We now solve this problem in the case of …<p></p></FONT></P>
<P align=left><FONT face="Times New Roman">3.</FONT>如果文章推广了别人的结果,或减弱了别人结果中的条件,则可参考采用下面句子:<p></p></P>
<P align=left><FONT face="Times New Roman"> The purpose of this paper is to generalize the results obtained by…to a more general case,i.e.,…<p></p></FONT></P>
<P align=left><FONT face="Times New Roman"> In this paper we shall prove several theorems which are generalizations to the results given by…<p></p></FONT></P>
<P align=left><FONT face="Times New Roman"> This paper intends to remove some unnecessary assumptions (e.g., regularity) from the paper on…<p></p></FONT></P>
<P align=left><FONT face="Times New Roman"> This paper deals with generalizations of the following problem…<p></p></FONT></P>
<P align=left><FONT face="Times New Roman"> This paper improves the result of…on…by weakening the conditions…<p></p></FONT></P>
<P align=left>例:<p></p></P>
<P align=left><FONT face="Times New Roman"> It is the purpose of the present paper to point out that certain basic aspects of information-processing systems possess dynamical analogy, and to show that these analogies can be exploited to obtain deeper insights into the behavior of complex systems.<p></p></FONT></P>
<P align=left><FONT face="Times New Roman">We present a general comparision principle for systems of boundary value problems and employ this result for proving existence and uniqueness of solutions, stability and existence of periodic solutions for non-linear boundary value problems.<p></p></FONT></P>
<P align=left><FONT face="Times New Roman">We proved a theorem for generalized non-expansive mappings in locally convex spaces and extend the results of Kirk and Kaun. We also obtain a theorem which generalizes the results of Brouder.<p></p></FONT></P>
<P align=left><FONT face="Times New Roman">This paper is concerned with the existence of multiple solutions of boundary problems for the non-linear differential equation of the form….<p></p></FONT></P>
<P align=left><FONT face="Times New Roman">This paper is concerned with the question of local uniqueness of solutions of Cauchy Problem for elliptic partial differential equations with characteristics of multiplicity not greater than 2.<p></p></FONT></P>
<P align=left><FONT face="Times New Roman">The object of this paper is to investigate the behavior at the boundary of solutions to the uniformly semi-linear equation…<p></p></FONT></P>
<P align=left><FONT face="Times New Roman">The aim of this paper is to try to minimize the functional<p></p></FONT></P>
<P align=left><FONT face="Times New Roman"> </FONT><v:shapetype><v:stroke joinstyle="miter"></v:stroke><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"></v:f><v:f eqn="sum @0 1 0"></v:f><v:f eqn="sum 0 0 @1"></v:f><v:f eqn="prod @2 1 2"></v:f><v:f eqn="prod @3 21600 pixelWidth"></v:f><v:f eqn="prod @3 21600 pixelHeight"></v:f><v:f eqn="sum @0 0 1"></v:f><v:f eqn="prod @6 1 2"></v:f><v:f eqn="prod @7 21600 pixelWidth"></v:f><v:f eqn="sum @8 21600 0"></v:f><v:f eqn="prod @7 21600 pixelHeight"></v:f><v:f eqn="sum @10 21600 0"></v:f></v:formulas><v:path connecttype="rect" gradientshapeok="t" extrusionok="f"></v:path><lock aspectratio="t" v:ext="edit"></lock></v:shapetype><v:shape><v:imagedata><FONT face="Times New Roman"></FONT></v:imagedata></v:shape><p></p></P>
<P align=left><FONT face="Times New Roman">over the class of all absolutely continuous functions f(x) which satisfy the boundary conditions f( </FONT><v:shape><v:imagedata><FONT face="Times New Roman"></FONT></v:imagedata></v:shape><FONT face="Times New Roman">)=</FONT><v:shape><FONT face="Times New Roman"> <v:imagedata></v:imagedata></FONT></v:shape><FONT face="Times New Roman">,f(</FONT><v:shape><FONT face="Times New Roman"> <v:imagedata></v:imagedata></FONT></v:shape><FONT face="Times New Roman">)=</FONT><v:shape><FONT face="Times New Roman"> <v:imagedata></v:imagedata></FONT></v:shape><FONT face="Times New Roman">.<p></p></FONT></P>
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