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Kauffman, Louis H. – American Mathematical Monthly, 1988
A diagrammatic approach to invariants of knots is the focus. Connections with graph theory, physics, and other topics are included, along with an explanation of how proofs of some old conjectures about alternating knots emerge from this work. (MNS)
Descriptors: College Mathematics, Diagrams, Graphs, Higher Education
Crawford, Glenda – 1972
The fourth in a series of six guidebooks on minimum course content for second-year algebra, this booklet covers linear and quadratic relations, absolute value, graphing complex numbers, determinants and matrices, graphing quadratic relations, and solving systems of linear and quadratic equations. Overall course goals are specified, a course…
Descriptors: Algebra, Behavioral Objectives, Curriculum, Graphs