[1]K. L. Chung:
Markov chains with stationary transition probabilities.
Die Grundlehren der mathematischen Wissenschaften104.
Springer (Berlin),
1960.
MR0116388Zbl0092.34304book
[2]K. L. Chung:
Odnorodnye cepi Markova.
Mir (Moscow),
1964.
In Russian.Zbl0121.12901book
[3]K. L. Chung:
Markov chains with stationary transition probabilities,
2nd edition.
Die Grundlehren der mathematischen Wissenschaften104.
Springer (New York, NY),
1967.
MR0217872Zbl0146.38401book
[4]K. L. Chung:
A course in probability theory.
Harcourt, Brace & World (New York),
1968.
MR0229268Zbl0159.45701book
[5]K. L. Chung:
Lectures on boundary theory for Markov chains.
Annals of Mathematics Studies65.
Princeton University Press,
1970.
With the cooperation of Paul-André Meyer.MR0267644Zbl0204.51003book
[6]K. L. Chung:
Elementary probability theory with stochastic processes.
Undergraduate Texts in Mathematics.
Springer (New York),
1974.
MR0362408Zbl0293.60001book
[7]K. L. Chung:
A course in probability theory,
2nd edition.
Probability and Mathematical Statistics21.
Academic Press (New York–London),
1974.
MR0346858Zbl0345.60003book
[8]K. L. Chung:
Elementare Wahrscheinlichkeitstheorie und stochastische Prozesse,
2nd edition.
Hochschultext.
Springer (Berlin),
1978.
MR0517119Zbl0375.60002book
[9]K. L. Chung:
Elementary probability theory with stochastic processes,
3rd edition.
Undergraduate Texts in Mathematics.
Springer (New York),
1979.
MR560506Zbl0404.60002book
[10]K. L. Chung:
Lectures from Markov processes to Brownian motion.
Grundlehren der Mathematischen Wissenschaften249.
Springer (New York),
1982.
MR648601Zbl0503.60073book
[11]K. L. Chung and R. J. Williams:
Introduction to stochastic integration.
Progress in Probability and Statistics4.
Birkhäuser (Boston, MA),
1983.
MR711774Zbl0527.60058book
[12]K. Chung and R. Williams:
Vvedenie v stokhasticheskoe integrirovanie.
Mir (Moscow),
1987.
MR901297Zbl0647.60060book
[13]K. L. Chung and R. J. Williams:
Introduction to stochastic integration,
2nd edition.
Probability and its Applications.
Birkhäuser (Boston, MA),
1990.
MR1102676Zbl0725.60050book
[14]K. L. Chung and Z. X. Zhao:
From Brownian motion to Schrödinger’s equation.
Grundlehren der Mathematischen Wissenschaften312.
Springer (Berlin),
1995.
MR1329992Zbl0819.60068book
[16]K. L. Chung and J.-C. Zambrini:
Introduction to random time and quantum randomness.
Monographs of the Portuguese Mathematical Society1.
Amadora (McGraw-Hill) (Lisbon),
2001.
MR1937277Zbl1021.81500book
[17]K. L. Chung and Z. Zhao:
From Brownian motion to Schrödinger’s equation,
2nd, corrected edition.
Grundlehren der Mathematischen Wissenschaften312.
Springer (Berlin),
2001.
Zbl1195.60002book
[18]K. L. Chung:
Green, Brown, and probability & Brownian motion on the line,
2nd edition.
World Scientific (River Edge, NJ),
2002.
Part 1 of this book constitutes the second edition of “Green, Brown and probability.” Part 2 comprises lecture notes from the short course on “Brownian motion on the line,” given at Stanford University.MR1904742Zbl1014.60001book
[20]K. L. Chung and J.-C. Zambrini:
Introduction to random time and quantum randomness,
new edition.
Monographs of the Portuguese Mathematical Society1.
World Scientific (River Edge, NJ),
2003.
MR1999000Zbl1041.81074book
[23]K. L. Chung:
Collected articles from LNM: A special selection on the occasion of the memorial conference for Kai Lai Chung
(Beijing, China, June 13–16, 2010).
Lecture Notes in Mathematics.
Springer-Verlag (Berlin),
2010.
MR2722042Zbl1194.01174book
