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Successor function

  • Upper and Lower Bounds on Continuous-Time Computation

    Upper and Lower Bounds on Continuous-Time Computation

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    Hyperoperations and Nopt Structures

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    On the Successor Function

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    THE PEANO AXIOMS 1. Introduction We Begin Our Exploration

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    Peano Axioms for the Natural Numbers

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    Ackermann Function 1 Ackermann Function

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    Peano Axioms to Present a Rigorous Introduction to the Natural Numbers Would Take Us Too Far Afield

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    The Dedekind/Peano Axioms

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    Recursive Functions

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    Turing Machines and Computability

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    Sets, Relations, Functions

  • Comp 311 - Review 2 Instructor: Robert ”Corky” Cartwright Cork@Cs.Rice.Edu Review by Mathias Ricken Mgricken@Cs.Rice.Edu

    Comp 311 - Review 2 Instructor: Robert ”Corky” Cartwright [email protected] Review by Mathias Ricken [email protected]

  • Kapitola: the Connection Between the Iterated Logarithm and the Inverse Ackermann Function

    Kapitola: the Connection Between the Iterated Logarithm and the Inverse Ackermann Function

  • From Numerical Concepts to Concepts of Number

    From Numerical Concepts to Concepts of Number

  • Ackermann's Function

    Ackermann's Function

  • Young Children's Understanding of the Successor Function

    Young Children's Understanding of the Successor Function

  • CDM Primitive Recursion 2 Properties of PR

    CDM Primitive Recursion 2 Properties of PR

  • Chapter 2 Relations, Functions, Partial Functions

    Chapter 2 Relations, Functions, Partial Functions

Top View
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  • Higher-Order Recursion Abstraction: How to Make Ackermann, Knuth


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