Mathematical olympiad in China (2009-2010) problems and solutions </titleInfo> <titleInfo type="alternative"> <title/> </titleInfo> <name type="personal"> <namePart>Xiong, Bin and Lee, Peng Yee</namePart> <namePart type="date"> eds</namePart> <role> <roleTerm authority="marcrelator" type="text">creator</roleTerm> </role> </name> <name type="corporate"> <namePart/> <role> <roleTerm authority="marcrelator" type="text">creator</roleTerm> </role> </name> <name type="personal"> <namePart>Lee, Peng Yee ; jt. ed.</namePart> </name> <name type="corporate"> <namePart/> <namePart/> <namePart/> </name> <name type="conference"> <namePart/> </name> <name> <namePart/> </name> <typeOfResource>text</typeOfResource> <originInfo> <place> <placeTerm type="text">Singapore</placeTerm> </place> <publisher>World Scientific</publisher> <dateIssued>2013</dateIssued> <edition/> <issuance>monographic</issuance> </originInfo> <physicalDescription> <extent>xxvi, 178p.</extent> </physicalDescription> <note>"Books purchased under NBHM grant for the year 2013-2014"</note> <note/> <subject> <name type="personal"> <namePart/> </name> </subject> <subject> <name type="corporate"> <namePart/> </name> </subject> <subject> <name type="conference"> <namePart/> </name> </subject> <subject> <titleInfo> <title/> </titleInfo> </subject> <subject> <topic/> </subject> <subject> <geographic/> </subject> <subject> <hierarchicalGeographic> <country/> </hierarchicalGeographic> </subject> <classification authority="ddc">510.9 B612.MO</classification> <identifier type="isbn">9789814390217</identifier> <identifier type="lccn"/> <recordInfo/> </mods>