000059905 000__ 00772cam\a2200265W\\4500 000059905 001__ 59905 000059905 005__ 20210513022016.0 000059905 008__ 730817s1972\\\\enk\\\\\\b\\\\00000\eng\u 000059905 010__ $$a73-154003 000059905 035__ $$a(OCoLC)ocm00679947 000059905 035__ $$a00064799 000059905 035__ $$9AAG1525SI 000059905 035__ $$a59905 000059905 040__ $$cMSC$$dISE 000059905 049__ $$aISEA 000059905 050__ $$aQA9$$b.W47 1972 000059905 082__ $$a511/.3 000059905 099__ $$aQA9 .W47 1972 000059905 24500 $$aWhat is mathematical logic?$$c[By] J. N. Crossley [and others] 000059905 260__ $$aLondon,$$aNew York,$$bOxford University Press,$$c1972. 000059905 300__ $$a82 p.$$billus.$$c21 cm. 000059905 504__ $$aBibliography: p. [79] 000059905 650_0 $$aLogic, Symbolic and mathematical. 000059905 7001_ $$aCrossley, John N. 000059905 85200 $$bgen$$hQA9 .W47 1972 000059905 909CO $$ooai:library.usi.edu:59905$$pGLOBAL_SET 000059905 966__ $$c 1$$lUSIGEN$$mBKGEN$$sQA9 .W47 1972$$xISEA$$z050$$b39203008510732 000059905 980__ $$aBIB 000059905 980__ $$aBOOK