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<ead relatedencoding="marc21"> 
  <eadheader audience="internal"> 
	 <eadid countrycode="US" mainagencycode="TxU-TH"
	  encodinganalog="852$a">urn:taro:utexas.cah.00350</eadid> 
	 <filedesc> 
		<titlestmt> 
		  <titleproper>A Guide to the John S. Griffin Jr. Papers,
			 1929-1962</titleproper> 
		</titlestmt> 
	 </filedesc> 
	 <profiledesc> 
		<creation> 
		  <date>July 27, 2004</date>Encoded in XMetal 2 by Amelia Abreu according
		  to instructions in 
		  <title>TARO 2 EAD 2002 Editing Instructions.</title></creation> 
	 </profiledesc> 
  </eadheader> 
  <archdesc type="inventory" level="collection"> 
	 <did> 
		<head>Descriptive Summary</head> 
		<origination label="Creator:"> 
		  <persname encodinganalog="100">Griffin, John S.
			 Jr.</persname></origination> 
		<unittitle encodinganalog="245" label="Title:">John S. Griffin Jr. Papers
		  </unittitle> 
		<unitdate type="inclusive" encodinganalog="245"
		 label="Dates:">1929-1962</unitdate><langmaterial label="Laguage:">Materials are
		  written in <language langcode="eng">English, French, Greek and
		  Polish.</language></langmaterial> 
		<unitid label="Accession No.:">2004-122</unitid> 
		<physdesc label="Extent:" encodinganalog="300$a">7 inches</physdesc> 
		<repository label="Repository:" encodinganalog="852$a"> 
		  <extref href="http://www.cah.utexas.edu/collectioncomponents/math.html"
			show="new" actuate="onrequest"> 
			 <corpname><subarea>Archives of American Mathematics, Center for
				American History,</subarea>The University of Texas at
				Austin</corpname></extref></repository> 
		<abstract label="Abstract:" encodinganalog="520$a">These papers document
		  mathematician John S. Griffin Jr.'s education and industrial career.</abstract>
		
	 </did> 
	 <bioghist encodinganalog="545"> 
		<head>Biographical Note</head> 
		<p>Trained as a topologist, Dr. John Sanders Griffin Jr. received his Ph.
		  D. at Tulane in 1956, with a dissertation entitled 
		<title render="italic">A Notion of Parallelism in General Fibre
		  Bundles</title>. He taught and completed post-graduate study at the University
		of Michigan. Later, he joined the staff at IBM's Endicott Laboratories. </p> 
	 </bioghist> 
	 <scopecontent encodinganalog="520"> 
		<head>Scope and Contents</head> 
		<p>Most notably, these papers contain Griffin's personal collection of
		  reprints, manuscripts and journals. There are materials in French, Polish, and
		  Greek. Also included are course materials from Griffin's education, and some
		  professional correspondence.</p> 
		<p>Forms part of the Archives of American Mathematics</p> 
	 </scopecontent> 
	 <accessrestrict encodinganalog="506"> 
		<head>Access Restrictions</head> 
		<p> Unrestricted Access</p> 
	 </accessrestrict> 
	 <userestrict encodinganalog="540"> 
		<head>Use Restrictions</head> 
		<p>These papers are stored remotely. Contact reference staff for
		  retrieval from offsite storage.</p> 
	 </userestrict> 
	 <prefercite encodinganalog="524"> 
		<head>Preferred Citation</head> 
		<p>John S. Griffin Jr. Papers, 1929-1962, Archives of American
		  Mathematics, Center for American History, The University of Texas at Austin</p>
		
	 </prefercite> 
	 <controlaccess> 
		<head>Index Terms</head> 
		<controlaccess> 
		  <persname encodinganalog="600">Griffin, John S. Jr.</persname> 
		  <corpname encodinganalog="610">Tulane University</corpname> 
		  <corpname encodinganalog="610">Tulane University, Department of
			 Mathematics</corpname> 
		  <corpname encodinganalog="610">IBM, Endicott Laboratories</corpname> 
		</controlaccess> 
	 </controlaccess><dsc type="in-depth"> 
		<head>Detailed Description of the Papers</head> 
		<c01 level="series" id="ser1"> 
		  <did> 
			 <unittitle>Reprints [collected by Griffin]:</unittitle> 
		  </did> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Geometrie sur les surfaces et les varietes algegbriques
				  (Lefschetz), 
				  <unitdate>1929</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Acualites Scientifiques et Industrielles: Le
				  Parallelisme Absolu et la Theorie Unitare Du Champ (Cartan), 
				  <unitdate>1932</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Acualites Scientifiques et Industrielles: La Topologie
				  des Groupes de Lie (Cartan), 
				  <unitdate>1936</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Acualites Scientifiques et Industrielles:
				  Integralgeometrie (Blaschke), 
				  <unitdate>1935</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Acualites Scientifiques et Industrielles: Sur les
				  Groupes Classiques (Dieudonne), 
				  <unitdate>1948</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Rozprawy Matematyczne (Dubikajtis), 
				  <unitdate>1958</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle> [Greek Publication] 
				  <unitdate>1958</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle> [Greek Publication, copy], 
				  <unitdate>1953</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle> Relations entre les complexes de le Rham et d'
				  Alexandre (Papy), 
				  <unitdate>1956</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Lecture notes of Richard Brauer: Spherical harmonics, 
				  <unitdate>undated</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Session Papers [with annotations], 
				  <unitdate>1959</unitdate></unittitle> 
			 </did> 
		  </c02> 
		</c01> 
		<c01 level="series"> 
		  <did> 
			 <unittitle>Manuscripts: </unittitle> 
		  </did> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>Borel on the Leray theory, 
				  <unitdate>1951</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle> "Lectures on differential geometry in the large, 
				  <unitdate>undated</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle> A notion of parallelism in general fibre bundles, 
				  <unitdate>undated</unitdate></unittitle> 
			 </did> 
		  </c02> 
		</c01> 
		<c01>
		  <did>
			 <container type="box">CDL 1.8/2004-122/1</container>
			 <unittitle> Thesis Abstract, Transfinite sequences, 
				<unitdate>ca. 1952</unitdate></unittitle>
		  </did>
		</c01>
		<c01 level="series"> 
		  <did> 
			 <unittitle>Manuscript, notes, correspondence </unittitle> 
		  </did> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle>"The Metrizability of the Bundle Space," 
				  <unitdate>1953-1958</unitdate></unittitle> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/1</container> 
				<unittitle> "Affine Connections in Terms of a Tangent Bundle," 
				  <unitdate>1953-1961</unitdate></unittitle> 
			 </did> 
		  </c02> 
		</c01> 
		<c01> 
		  <did> 
			 <unittitle>Course materials:</unittitle> 
		  </did> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/2</container> 
				<unittitle>"Samelson- Algebraic Topology,"</unittitle> 
				<unitdate>1949-1950</unitdate> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/2</container> 
				<unittitle>"Notes for Mathematics 235, Differential Geometry-
				  University of Michigan, Fall 1958,"</unittitle> 
				<unitdate>1958</unitdate> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/2</container> 
				<unittitle>"Vector Analysis Course, Spring 1962," </unittitle> 
				<unitdate>1962 </unitdate> 
			 </did> 
		  </c02> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/2</container> 
				<unittitle>""Eckerman- Differentiable Mainfolds," </unittitle> 
				<unitdate>1950</unitdate> 
			 </did> 
		  </c02> 
		</c01> 
		<c01> 
		  <did> 
			 <unittitle>Correspondence:</unittitle> 
		  </did> 
		  <c02> 
			 <did> 
				<container type="box">CDL 1.8/2004-122/2</container> 
				<unittitle>Steve Hu, Wayne State University, "Hu's Manuscript and
				  C; ," </unittitle> 
				<unitdate>1957-1959</unitdate> 
			 </did> 
		  </c02> 
		</c01></dsc> 
  </archdesc>
</ead>
