Connected components of graphs and reverse mathematics

Author:

Hirst Jeffry L.

Publisher

Springer Science and Business Media LLC

Subject

Logic,Philosophy

Reference18 articles.

1. Friedman, H.: Some systems of second order arithmetic and their use. In: James, R. (ed.) Proceedings of the International Congress of Mathematicians. (vol. 1, pp. 235?242) Vancouver: Canadian Mathematical Congress 1975

2. Friedman, H., McAloon, K., Simpson, S.: A finite combinatorial principle which is equivalent to the 1-consistency of predicative analysis. In: Metakides, G. (ed.) Patras logic symposium. Amsterdam New York: North-Holland 1982, pp. 197?230

3. Friedman, H., Simpson, S., Smith, R.: Countable algebra and set existence axioms. Ann. Pure Appl. Logic25, 141?181 (1983)

4. Hirst, J.: Combinatorics in subsystems of second order arithmetic. Ph.D. Thesis. The Pennsylvania State University 1987

5. Kierstead, H.: Recursive colorings of highly recursive graphs. Can. J. Math.33, 1291?1308 (1981)

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1. Reverse Mathematics of Matroids;Computability and Complexity;2016-12-01

2. On the existence of a connected component of a graph;Computability;2015-07-24

3. Reverse mathematics and Isbell's zig-zag theorem;Mathematical Logic Quarterly;2014-07-19

4. Chapter 11 A bibliography of recursive algebra and recursive model theory;Handbook of Recursive Mathematics - Volume 1: Recursive Model Theory;1998

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