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An open problem is a problem that can be formally stated and for which a solution is known to exist but which has not yet been solved. It is common in graduate schools to point out open problems to students. However, Fermat's last theorem and the Four color theorem are two notable open problems that have been closed or solved by faculty members, as they would have more expertise and resources than students.

Important open problems exist in many fields, such as in the field of theoretical computer science, computer scheduling, and real-time computing.

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404 Josh Cooper's Math Pages : Open Combinatorics Problems - Offers descriptions of discrepancy, Euclidean Ramsey Theory, geometric graphs and hypergraphs.

Open Problems for Undergraduates - A collection of open problems in Discrete Mathematics which are currently being researched by members of the DIMACS community.

Open Problems in Combinatorics - Features links to newsletters, workshops, and papers.

Past Open Problems - From the SIAM Activity Group Newsletter in Discrete Mathematics. In PostScript. Compiled by Douglas B. West.

Problems in Graph Theory and Combinatorics - A collection maintained by Douglas B. West, of the University of Illinois. Features brief introductions, along with references cited. Topics include matching and independence, connectivity, graph homomorphism and circular coloring.

Some Problems in Matroid Theory - Thomas Zaslavsky of Binghamton State University of New York presents brief descriptions and references. Find information on Bonin's Projective Bound including the maximum r-flat, covering and packing by flats.

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For inventors who are looking for problems to solve the Open Problem Bank is a structured database of open technical ...
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