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{{infobox | title = {{{class|{{PAGENAMEBASE}}}}} | image = {{{image|}}} | labelstyle = white-space:nowrap; | label1 = 定义于 | data1 = {{{wheredefined|}}} | label2 = 完全集 | data2 = {{{complete-class|}}} | label3 = [[补 (复杂度)|补类]] | data3 = {{{complement-class|}}} | label4 = 等价类 | data4 = {{{equals|}}} | label5 = [[DTIME]] | data5 = {{{dtime|}}} | label6 = 相关 | data6 = {{{related|}}} | label7 = 真包含于 | data7 = {{{proper-supersets|}}} | label8 = 包含于 | data8 = {{{improper-supersets|}}} | label9 = 不等 | data9 = {{{notequals|}}} | label10 = 子集 | data10 = {{{improper-subsets|}}} | label11 = 真子集 | data11 = {{{proper-subsets|}}} | label12 = 标准问题 | data12 = {{{canonical-problems|}}} | label13 = 性质 | data13 = {{{properties|}}} | label14 = 被…[[低陷 (复杂度)|低陷]] | data14 = {{{low-with|}}} | label15 = 对…[[低陷 (复杂度)|低陷]] | data15 = {{{low-for|}}} | label16 = 封闭归约 | data16 = {{{closed-reductions|}}} | label17 = [[计算模型]] | data17 = {{{models|}}} | label18 = 外部链接 | data18 = {{{external-urls|}}}}}<noinclude><pre> {{Infobox Complexity Class |class= |image= |long-name= |description= |external-urls= |wheredefined= |dtime= |complete-class= |complement-class= |proper-supersets= |improper-supersets= |equals= |related= |notequals= |improper-subsets= |proper-subsets= |properties= |low-with= |low-for= |closed-reductions= |closed-operations= |canonical-problems= |models= }} </pre> {{Infobox Complexity Class |class=[[PSPACE]] (例子) |image=[[File:Complexity_subsets_pspace.svg|200px]] |long-name=多项式空间 |description= |wheredefined= |external-urls=[http://qwiki.stanford.edu/wiki/Complexity_Zoo:P#pspace Complexity Zoo] |dtime=<math>n^{\Omega(1)}</math>, <math>2^{n^{O(1)}}</math> |complete-class=[[PSPACE完全]] |complement-class=自身 |proper-supersets=[[EXPSPACE]]<ref name="spacehierarchy">[[空间层次定理]]</ref> |improper-supersets=[[AlmostPSPACE]]<ref>Definition of Almost-PSPACE. PSPACE ⊆ PSPACE^A for every A.</ref>, [[EXPTIME]], [[RG (复杂度)|RG]], [[QPSPACE]]<ref name="zoodiagram">Greg Kuperberg, Complexity Zoology: Active Inclusion Diagram, 2006, http://www.math.ucdavis.edu/~greg/zoology/diagram.xml</ref> |equals=[[AP (复杂度)|AP]]<ref>[http://portal.acm.org/citation.cfm?id=322243&coll=Portal&dl=ACM&CFID=60283170&CFTOKEN=44928981 Chandra, A.K. and Kozen, D.C. and Stockmeyer, L.J., 'Alternation'], Journal of the ACM, Volume 28, Issue 1, pp. 114-133, 1981.</ref>, [[BPPSPACE]]<ref>Complexity Zoo, [http://qwiki.stanford.edu/wiki/Complexity_Zoo:A#almostpspace], accessed Mars 25, 2009</ref>, [[IP (复杂度)|IP]]<ref>Adi Shamir. [http://portal.acm.org/citation.cfm?doid=146585.146609 IP = PSPACE]. ''Journal of the ACM'', volume 39, issue 4, p.869–877. October 1992.</ref>, [[PSPACE|NPSPACE]]<ref>[[Savitch's theorem]]</ref>, [[PPSPACE]]<ref name="papadimitriou85games">{{cite journal|author=[[Christos Papadimitriou]]|title="Games against Nature" | journal="Journal of Computer and System Sciences"|volume=31|year=1985}}</ref>, [[SAPTIME]]<ref name="papadimitriou85games"/> |related=[[PTIME]] |notequals=[[PTIME|P]]-close, [[PTIME|P]]/log |improper-subsets=[[CH (复杂度)|CH]]<ref name="wagner85complexity">{{cite journal|author=K. W. Wagner|title=The complexity of combinatorial problems with succinct representation|journal=Informatica|volume=23|year=1986|pages=325-356}}</ref>, P^[[PP (复杂度)|PP]]<ref name="toda89onthe">{{cite journal|author=S. Toda|title=On the computational power of PP and ⊕P|journal=FOCS 1989|year=1989|pages=514-519}}</ref>, P^[[Sharp-P|#P]]<ref name="toda89onthe"/>, [[QSZK]], [[RG (复杂度)|RG]][1] |proper-subsets=[[NL (复杂度)|NL]]<ref name="spacehierarchy"/> |properties=Syntactic |low-with=自身 |low-for=自身 |closed-reductions=[[多项式时间图灵规约|多项式时间]] |closed-operations= |canonical-problems=[[QSAT]] |models=[[交替式图灵机]], [[图灵机]] }} == 例子所用参考资料 == {{reflist}} [[Category:數學模板]] </noinclude>
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