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  1. Conjectures: P Versus Np Problem, Poincaré Conjecture, Collatz Conjecture, Hilbert's Problems, Catalan's Conjecture, Sierpinski Number
  2. Optimization Problems (Applied Mathematical Sciences) (Volume 0) by L. Collatz, W. Wetterling, 1975-07-23
  3. Numerical Treatment of Free Boundary Value Problems: WORKSHOP NUMER.TREATMEnt Free Bound.Value Probl.Oberwolfach (International Series of Numerical Mathematics) by ALBRECHT, COLLATZ, et all 1982-06-14
  4. Constructive Methods for Nonlinear Boundary Value Problems and Nonlinear Oscillations: CONFERENCE AT THE OBERwolfach Math.Res.Inst.,19.-25.11.1978 (International Series of Numerical Mathematics) by ALBRECHT, COLLATZ, et all 1979-01-01
  5. Numerical Treatment of Eigenvalue Problems, Vol. 3 (International Series of Numerical Mathematics) by ALBRECHT, COLLATZ, et all 1984-05-31
  6. NUMERICAL TREATMENT OF FREE BOUNDARY VALUE PROBLEMS by J.; Collatz, L.; et al; editors Albrecht, 1982
  7. Numerical Treatment of Eigenvalue Problems: Workshop in Oberwafach, February 25-March 3, 1990/Numerische Behandlung Von Eigenwertaufgaben : Tagung (International Series of Numerical Mathematics) by J. Albrecht, Lothar Collatz, et all 1991-05
  8. Numerical Treatment of Eigenvalue Problems (International Series of Numerical Mathematics)
  9. OPTIMIZATION PROBLEMS.Translated by P.Wadsack.*(Applied Mathematical Sciences,17) by L./Wetterling,W. Collatz, 1975-01-01
  10. The Dynamical System Generated by the 3n+1 Function (Lecture Notes in Mathematics) by Günther J. Wirsching, 1998-03-20

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Make linkRoute your home page Add linkRoute to your favorites Share linkRoute with a friend Web www.linkroute.com Top Science Math Related Categories Categories Description WebSites The Structure of the 3x + 1 Function Papers by Peter Schorer describing several new approaches. http://www.occampress.com/ Collatz 3n+1 Problem Structure Observations posted by Ken Conrow to stimulate further research. http://www-personal.ksu.edu/~kconrow/ Collatz Problem From Eric Weissten's World of Mathematics. Article with references and links. http://mathworld.wolfram.com/CollatzProblem.html The 3x+1 Problem Conference Proceedings Katholische Universit¤t Eichst¤tt, Germany; 56 August 1999. On-line proceedings and group photo. http://www.math.grin.edu/~chamberl/conf.html Computational Verification of the 3x+1 Conjecture Results up to 2^60 by Tom¡s Oliveira e Silva. http://www.ieeta.pt/~tos/3x+1.html The Collatz Problem, Data and Models Properties and predictive models for the Collatz Problem and relative functions. http://site.voila.fr/Collatz_Problem

4. Collatz Problem
A problem first posed by the German mathematician Lothar Collatz (19101990) in 1937, that is also known variously as the 3n + 1 problem, Kakutani s problem
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Collatz problem
A problem first posed by the German mathematician Lothar Collatz (1910-1990) in 1937, that is also known variously as the 3 n + 1 problem, Kakutani's problem, the Syracuse problem, Thwaites' conjecture, and Ulam's conjecture. It runs as follows. Let n be any integer. (1) If n is odd, put n equal to 3 n + 1; otherwise, put n equal to n /2. (2) If n = 1, stop; otherwise go back to step 1. Does this process always terminate (i.e. end in 1) for any value of n . British mathematician Bryan Thwaites (1996) has offered a £1,000 reward for a resolution of the problem. However, John Conway has shown that Collatz-type problems can be formally undecidable, so it not known if a solution is even possible. The sequences of numbers produced by the Collatz problem are sometimes known as hailstone sequences
Reference
  • Guy, Richard K. Unsolved Problems in Number Theory , 2nd ed. New York: Springer-Verlag, 1994.

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    • The 3x + 1 Problem and its Generalizations - Includes problems and questions, author biography, and related links. With articles and proceedings of mathematics workshop. The 3x+1 Problem Conference Proceedings - Shows conference schedule, proceedings, and location. Also presents information about the organizers and registration details. An Image from the Collatz Problem - Provides information on the obtaining of the sequence of integers. Also shows an image and related links. The Collatz 3n+1 Conjecture is Unprovable - Shows information of the author, users' comments, and email updates. Also contains references and citations for submission. Collatz 3n+1 Problem Structure - Includes pages on paradoxes, some discussion of Feinstein's proof of the unprovability of the Collatz conjecture, and transition diagrams. Also presents a slide show, and numerous additions and corrections. Collatz Problem - Provides diagrams, sample problems and solutions, and tables. With downloads and comment page for the users.

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    Define the following function on The Collatz conjecture says that, for any positive integer , the sequence contains 1. This conjecture is still open. Some people have described it as the easiest unsolved problem in mathematics.
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    The Structure of the 3x + 1 Function
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    The 3x + 1 Problem and its Generalizations

    A survey article by Jeff Lagarias.
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    The 3x+1 Problem Annotated Bibliography

    By Jeffrey Lagarias, 1997.
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    On The 3x + 1 Problem

    These pages supply numerical data and propose some conjectures on this innocent looking problem. All numbers up to 29,300 * 10^12 ( ~ 26 * 2^50 ) have been checked for convergence. http://personal.computrain.nl/eric/wondrous/ Experiments with the 3n+1 Sequence An online calculator by Alfred Wassermann. http://did.mat.uni-bayreuth.de/Fun/3np1_e.html Collatz 3n+1 Problem Structure Observations posted by Ken Conrow to stimulate further research. http://www-personal.ksu.edu/~kconrow/ Collatz Problem From Eric Weissten's World of Mathematics. Article with references and links. http://mathworld.wolfram.com/CollatzProblem.html

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    Login Search Mega Net: Home Library Sciences Mathematics ... Number Theory : Collatz Problem 3x + 1 Problem and its Generalizations Jeffrey C. Lagarias writes this document on the 3x+1 problem also known as Collatz problem and the Syracuse problem. Read an introduction and generalizations. http://www.cecm.sfu.ca/organics/papers/lagarias/paper/html/paper.html International Conference on the Collatz Problem International conference discussed the Collatz Problem and related topics. Download papers and abstracts of talks given during the proceedings. http://www.math.grin.edu/~chamberl/conf.html Mathworld - Collatz Problem Author Eric W. Weisstein presents a long and detailed explanation of Collatz Problem with hyperlinks and includes a list of linked references. http://mathworld.wolfram.com/CollatzProblem.html Structure of the 3x + 1 Function http://www.occampress.com/
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    • - Katholische Universit¤t Eichst¤tt, Germany; 56 August 1999. On-line proceedings and group photo.
    • - A survey article by Jeff Lagarias.
    • - Observations posted by Ken Conrow to stimulate further research.
    • - Papers by Peter Schorer describing several new approaches.
    • - Results up to 2^60 by Tom¡s Oliveira e Silva.
    • - Properties and predictive models for the Collatz Problem and relative functions.
    • - A survey by Keith Matthews [PDF].
    • - By Andrew Shapira. The intensity of a point denotes the time taken to terminate.
    • - These pages supply numerical data and propose some conjectures on this innocent looking problem. All numbers up to 29,300 * 10^12 ( ~ 26 * 2^50 ) have been checked for convergence.
    • - By Jeffrey Lagarias, 1997.
    • - An online calculator by Alfred Wassermann.
    • - A paper by Craig Alan Feinstein arguing that the Collatz Conjecture cannot be formally proved.
    • - From Eric Weissten's World of Mathematics. Article with references and links.

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