# Recursion

*'Recursion takes mind-twisting premises and embeds them in a deeply emotional story about time and loss and grief and most of all, the glory of the human heart' - Gregg Hurwitz, international bestselling author of Orphan X A breathtaking ...*

**Author**: Blake Crouch

**Publisher:** Pan Macmillan

**ISBN:** 1509866698

**Category:** Fiction

**Page:**

**View:** 101

# Recursion Complexity in Cognition

*This volume focuses on recursion and reveals a host of new theoretical arguments, philosophical perspectives, formal representations and empirical evidence from parsing, acquisition and computer models, highlighting its central role in ...*

**Author**: Tom Roeper

**Publisher:** Springer

**ISBN:** 3319050869

**Category:** Language Arts & Disciplines

**Page:** 271

**View:** 813

# Classical Recursion Theory

*But this is immediate, since f(i,0) = (f(i,0)) f(£, y + 1) o o o Thus f(£, y + 1) only uses
the last previous value f(i, j), and f is primitive recursive because so are coding
and concatenation. [] Exercise I.7.2 Simultaneous primitive recursion. The class ...*

**Author**: P. Odifreddi

**Publisher:** Elsevier

**ISBN:** 9780080886596

**Category:** Computers

**Page:** 667

**View:** 450

# Recursion Theory

*This volume, which ten years ago appeared as the first in the acclaimed series Lecture Notes in Logic, serves as an introduction to recursion theory.*

**Author**: Joseph R. Shoenfield

**Publisher:** CRC Press

**ISBN:** 1351419412

**Category:** Mathematics

**Page:** 96

**View:** 500

# Recursion Sequences

*The concept of a recursion sequence is a broad generalization of the concept of
an arithmetic or geometric progression . Its particular cases also include the
sequences of squares or cubes of natural numbers , the sequences of digits of a
...*

**Author**: Alekseĭ Ivanovich Markushevich

**Publisher:**

**ISBN:**

**Category:** Sequences (Mathematics).

**Page:** 48

**View:** 820

# The Recursion Method and Its Applications

*In these , we are really dealing with the Lanczos Method , which uses the same
algorithm to find individual eigenvalues as does the recursion method to
generate smooth spectra . The scale of the computational problems are
considerably ...*

**Author**: D.G. Pettifor

**Publisher:** Springer

**ISBN:** 9783540151739

**Category:** Science

**Page:** 184

**View:** 736

# Generalized Recursion Theory

*266 he applies the boundedness lemma to a function ¢(¢(a) 2 (H(a))0, so that for
a G OF, Hf is recursive in Jgw) to obtain a d E OS such that each Hf is recursive in
Jg. The function H is defined by the recursion theorem over OF and thus ¢ is ...*

**Author**: Symposium on Generalized Recursion Theory

**Publisher:**

**ISBN:**

**Category:** Mathematics

**Page:** 417

**View:** 879

# Logic Sets and Recursion

*3.1.3 Definition by Recursion We now have the Induction Principle ( IP ) , which is
the basis for mathematical induction proofs . For example , IP plays a vital role in
the earlier proof about the sum function , but we still have not justified the ...*

**Author**: Robert L. Causey

**Publisher:** Jones & Bartlett Learning

**ISBN:** 9780763737849

**Category:** Computers

**Page:** 512

**View:** 634

# Trace Constructions in recursion Theory

*INTRODUCTION a - recursion theory is the study of operations and structures
analogous to those of ordinary recursion theory in the framework of the
admissible levels of the constructible hierarchy , the so - called Lao While being
as broad as ...*

**Author**: David Alan Odell

**Publisher:**

**ISBN:**

**Category:** Recursion theory

**Page:** 220

**View:** 633

# Development of a Recursion RNG based Turbulence Model

*Now , it will be demonstrated that the use of the proposed recursive RNG - based
model can yield a more significant improvement in the results . The computed
streamlines for the flow field shown in figure 5 ( a ) have a mean reattachment ...*

**Author**: Institute for Computer Applications in Science and Engineering

**Publisher:**

**ISBN:**

**Category:**

**Page:** 31

**View:** 235

# Topics in Recursion Theory

*A recursive function F ( x , y ) will be called doubly productive for a pair of sets ( a
, b ) if , whenever We sa and wg 5 B , then F ( 1,3 ) can B - ( wg ungle Theorem 1.
There is a recursive function p of 4 variables such that 1f 4g np are partial ...*

**Author**: Louis (Schmir) Hay

**Publisher:**

**ISBN:**

**Category:** Recursive functions

**Page:** 170

**View:** 918

# Recursion Theory Week

*{Vx}xeo c SU(2) follows from Lemma 0(b), (c) and Lemmas 1,3. d Directly from
Lemma 4 we conclude that S has an OON. D. References Friedberg, R.M. [Frí8]
Three theorems on *

**recursive**enumeration. I. Decomposition II. Maximal set III.

**Author**: Klaus Ambos-Spies

**Publisher:** Springer

**ISBN:** 9783540527725

**Category:** Mathematics

**Page:** 400

**View:** 459

# Recursion Theory on Countable Abelian Groups

**RECURSION** THEORY ON COUNTABLE ABELIAN GROUPS Charlotte Rose Lin

, Ph.D. Cornell University 1977 We use **recursion** theory to determine the

effective content * { Y } } * of ( countable abelian group ) theory . Each G is

presented as ...

**Author**: Charlotte Rose Lin

**Publisher:**

**ISBN:**

**Category:** Abelian groups

**Page:** 72

**View:** 767

# Induction Recursion and Programming

*8 PROVING RECURSIVE PROGRAMS CORRECT In this section we shall prove
the correctness of programs in the language of expressions . As usual , our
proofs will be by induction . Theorem 3 . 8 . 1 . Let 8 F = if empty ? ( xi ) then
empty ...*

**Author**: Mitchell Wand

**Publisher:** Elsevier Science Limited

**ISBN:**

**Category:** Computers

**Page:** 202

**View:** 828

# Transfinite Induction and Hierarchies Generated by Transfinite Recursion Within Peano Arithmetic

*This allows us to classify the TI ( wwa , IIn ) -provably recursive functions . 4.7.3
Classifying the TI ( a , II . ) - Provably Recursive Functions We now show a
correspondence between the 140 + ( F , 1 ) -provably recursive functions and
functions ...*

**Author**: Richard D. Sommer

**Publisher:**

**ISBN:**

**Category:**

**Page:** 318

**View:** 660

# Axiomatic Analysis and Relativizations of Recursion Theory

*Robert Steven Winternitz. ) \ i : i < i 4.4 Theorem. Given a recursion theory
satisfying consistent selection, there : \*

**Author**: Robert Steven Winternitz

**Publisher:**

**ISBN:**

**Category:** Recursion theory

**Page:** 194

**View:** 948

# Matroid Algorithms Recursion and the Subgraph Homeomorphism Problem

# Construction of Recursion Operators for Scalar Evolution Equations

# Syntax and Semantics in Higher type Recursion Theory

# The Recursion Method

*6 RECURSION METHOD ILLUSTRATED The goal of this Chapter is to introduce
the non-expert reader to the practicalities of the recursion method and to
demonstrate its elegance and aesthetic appeal. All model systems considered in
this ...*

**Author**: V.S. Viswanath

**Publisher:** Springer Science & Business Media

**ISBN:** 354058319X

**Category:** Science

**Page:** 259

**View:** 149