John G. Kemeny

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All published works

Action	Title	Year	Authors
+	Introduction to Finite Mathematics Edisi 3	2012	John G. Kemeny J. Laurie Snell Gerald L. Thompson
+	Largest prime factor	1993	John G. Kemeny
+	Matrix representation for combinatorics	1984	John G. Kemeny
+	Finite Mathematics — Then and Now	1983	John G. Kemeny
+	Finite Markov chains	1976	John G. Kemeny J. Laurie Snell
+	Recurrent Potential Theory	1976	John G. Kemeny J. Laurie Snell Anthony W. Knapp
+	Martingales	1976	John G. Kemeny J. Laurie Snell Anthony W. Knapp
+	Prerequisites From Analysis	1976	John G. Kemeny J. Laurie Snell Anthony W. Knapp
+	Introduction to Finite Mathematics	1975	B.V. King John G. Kemeny J. Laurie Snell Gerald L. Thompson
+	Finite Mathematics with Business Applications	1975	Abdul W. Hammood John G. Kemeny Arthur Schleifer J. Laurie Snell G. L. Thompson
+	What Every College President Should Know About Mathematics	1973	John G. Kemeny
+	Mathematics and Logic, Retrospect and Prospects.	1970	John G. Kemeny Mark Kac Stanislaw M. Ulam
+	Representation Theory for a Class of Denumerable Markov Chains	1968	John G. Kemeny
+	Excessive functions of continuous time Markov chains	1967	John G. Kemeny J. Laurie Snell
+ PDF Chat	Excessive functions of continuous time Markov chains	1967	John G. Kemeny J. Laurie Snell
+	Slowly spreading chains of the first kind	1966	John G. Kemeny
+ PDF Chat	Representation theory for denumerable Markov chains	1966	John G. Kemeny
+ PDF Chat	Boundary Theory for Recurrent Markov Chains	1963	John G. Kemeny J. Laurie Snell
+	A further note on discrete potential theory	1963	John G. Kemeny
+	Report to the international congress of mathematicians	1963	John G. Kemeny
+ PDF Chat	Boundary theory for recurrent Markov chains	1963	John G. Kemeny J. Laurie Snell
+	A New Potential Operator for Recurrent Markov Chains	1963	John G. Kemeny J. Laurie Snell
+ PDF Chat	On Markov Chain Potentials	1961	John G. Kemeny J. Laurie Snell
+ PDF Chat	Potentials for denumerable Markov chains	1961	John G. Kemeny J. Laurie Snell
+	Ergodic theorem for general functions	1960	John G. Kemeny
+	László Kalmár. K. Schröter egy, az általános rekurzív függvény fogalmának definíciójára vonatkozó problémájának megoldása (The solution of a problem of K. Schröter, concerning the definition of general recursive functions). A Magyar Tudományos Akadémia Matematikai és Fizikai Tudományok Osztályának Közleményei (Budapest), vol. 5 no. 2 (1955), pp. 103–127.	1960	John G. Kemeny
+ PDF Chat	A Probability Limit Theorem Requiring no Moments	1959	John G. Kemeny
+	Introduction to Finite Mathematics	1959	Kenneth O. May John G. Kemeny John L. Snell Gerald L. Thompson
+	Introduction to Finite Mathematics	1958	Eric Booth John G. Kemeny J. L. Snell G. L. Thompson
+	Undecidable problems of elementary number theory	1958	John G. Kemeny
+ PDF Chat	Semimartingales of Markov Chains	1958	John G. Kemeny J. Laurie Snell
+	Markov processes in learning theory	1957	John G. Kemeny J. Laurie Snell
+	Game-Theoretic Solution of Baccarat	1957	John G. Kemeny J. Laurie Snell
+	The Exponential Function	1957	John G. Kemeny
+	The Exponential Function	1957	John G. Kemeny
+	Review: Janos Suranyi, Sur la Structure des Classes Finies d'Ensembles	1955	John G. Kemeny
+	János Surányi. Halmazok véges osztályainak szerkezetéről (Sur la structure des classes finies d'ensembles). Hungarian, with abstracts in Russian and French. Az Első Magyar Matematikai Kongresszus közleményei 1950. augusztus 27.-szeptember 2. – Comptes rendus du Premier Congrès des Mathématiciens Hongrois 21 août-2 septembre 1950, publié avec le soutien de l'Académie des Sciences de Hongrie par la Société Mathématique János Bolyai, Budapest1952, pp. 401–407.	1955	John G. Kemeny
+	Rózsa Péter. Transzfinit rekurziók (a matematika alapjai és a rekurzív függvények) (Transfinite Rekursionen (Grundlagenforschung und rekursive Funktionen)). Hungarian, with brief abstract in Russian and fuller abstract in German. Az Első Magyar Matematikai Kongresszus közleményei 1950. augusztus 27. - szeptember 2. — Comptes rendus du Premier Congrès des Mathématiciens Hongrois 27 août - 2 septembre 1950, publié avec le soutien de l'Académie des Sciences de Hongrie par la Société Mathématique …	1955	John G. Kemeny
+	A Treatise on Induction and Probability	1953	John G. Kemeny
+	Erik Stenius. Das Problem der logischen Antinomien. Societas Scientiarum Fennica, Commentationes physico-mathematicae, vol. 14 no. 4. Helsingfors1949, VIII + 89 pp.	1950	John G. Kemeny
+	Review: R. L. Goodstein, Proof by Reductio ad Absurdum	1950	John G. Kemeny
+	R. L. Goodstein. Proof by reductio ad absurdum. The mathematical gazette, vol. 32 (1948), pp. 198–204.	1950	John G. Kemeny
+	Laurence J. Lafleur. Ambiguities in the Schröder-Bernstein theorem. Scripta mathematica, vol. 13 no. 3–4 (for 1947, pub. 1948), pp. 169–175.	1948	John G. Kemeny
+	Andrzej Mostowski. Axiom of choice for finite sets. Fundamenta mathematicae, vol. 33 (1945), pp. 137–168.	1948	John G. Kemeny

Common Coauthors

Coauthor	Papers Together
J. Laurie Snell	17
Gerald L. Thompson	3
Anthony W. Knapp	3
G. L. Thompson	2
J. L. Snell	1
Eric Booth	1
Mark Kac	1
Arthur Schleifer	1
Kenneth O. May	1
John L. Snell	1
Abdul W. Hammood	1
Stanislaw M. Ulam	1
B.V. King	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+ PDF Chat	On Null-Recurrent Markov Chains	1960	John Lamperti	3
+ PDF Chat	On Markov Chain Potentials	1961	John G. Kemeny J. Laurie Snell	2
+	Sums Arising in the Theory of Markov Chains	1961	Steven Orey	2
+ PDF Chat	Representation theory for denumerable Markov chains	1966	John G. Kemeny	2
+	Finite Markov chains	1976	John G. Kemeny J. Laurie Snell	2
+	Introduction to Finite Mathematics	1975	B.V. King John G. Kemeny J. Laurie Snell Gerald L. Thompson	2
+ PDF Chat	Corrections to Discrete Potential Theory and Boundaries	1959	J. L. Doob	2
+ PDF Chat	Some random walks arising in learning models. I	1953	Samuel Karlin	1
+	Slowly spreading chains of the first kind	1966	John G. Kemeny	1
+ PDF Chat	Martin boundaries for certain Markov chains	1963	J. Lamperti J. Laurie Snell	1
+ PDF Chat	Sums arising in the thoery of Markov chains	1961	Steven Orey	1
+ PDF Chat	Integers without large prime factors	1993	Adolf Hildebrand Gérald Tenenbaum	1
+	On the construction problem for Markov chains. II	1966	David Williams	1
+ PDF Chat	On an additive arithmetic function	1977	Krishnaswami Alladi P. Erdős	1
+	On a problem of Oppenheim concerning “factorisatio numerorum”	1983	E. Rodney Canfield Paul Erdős Carl Pomerance	1
+	Remarks On A Known Example of A Monotone Continuous Function	1929	Einar Hille J. D. Tamarkin	1
+	On a Family of Symmetric Bernoulli Convolutions	1939	P. Erdős	1
+	On Boundaries and Lateral Conditions for the Kolmogorov Differential Equations	1957	William Feller	1
+	Introduction to Mathematical Probability.	1938	J. Arthur Greenwood J. V. Uspensky	1
+	Advanced Combinatorics	1974	Louis Comtet	1
+	Denumerable Markov Chains	2009	Wolfgang Woess	1
+ PDF Chat	On the boundary theory for Markov chains. II	1966	Kai Lai Chung	1
+ PDF Chat	On the construction problem for Markov chains	1964	David Williams	1
+	Introduction to Finite Mathematics	1959	Kenneth O. May John G. Kemeny John L. Snell Gerald L. Thompson	1
+	Finite operator calculus	1975	Gian‐Carlo Rota Peter Doubilet	1
+ PDF Chat	On the theory of Martin boundaries induced by countable Markov processes	1960	Takesi Watanabe	1
+ PDF Chat	Über die Nicht-charakterisierbarkeit der Zahlenreihe mittels endlich oder abzählbar unendlich vieler Aussagen mit ausschliesslich Zahlenvariablen	1934	Th. Skolem	1
+ PDF Chat	Recurrent Random Walk and Logarithmic Potential	1991	Frank Spitzer	1
+ PDF Chat	Introduction to Mathematical Probability	1938	J. V. Uspensky	1
+ PDF Chat	Distribution functions and the Riemann zeta function	1935	Børge Jessen Aurel Wintner	1
+ PDF Chat	On the boundary theory for Markov chains	1963	Kai Lai Chung	1
+	A theory of stimulus variability in learning.	1953	W. K. Estes C. J. Burke	1
+	Recursive matrices and umbral calculus	1982	Marilena Barnabei Andrea Brini Giorgio Nicoletti	1