Search citation statements

Order By: Relevance
Select...
1
0
1
0

Year Published

2021
2021
2021
2021

Publication Types

Select...
1

Relationship

0
1

Authors

Journals

0
1
0
Order By: Relevance
“…They found that addition machines form a natural model and they provided various algorithms for arithmetic on them, in particular as Floyd and Knuth looked for alternatives to the usual Turing machine models with their tiny primitive steps. Anisimov [1,2] studied the idea of Floyd and Knuth of using ideas borrowed from Fibonacci numbers for implementing arithmetic on large numbers with addition and investigated it thoroughly; later, he and Novokshonov [3,4,23] implemented the algorithms of Floyd and Knuth [3,4,23]. Schönhage [26] has proven that allowing subtraction and comparison increases the power of machines which can only add and do equality iff allowing division increases the power of such machines.…”
Section: Introductionmentioning
Create an account to read the remaining citation statements from this report. You will also get access to:
  • Search over 1.2b+ citation statments to see what is being said about any topic in the research literature
  • Advanced Search to find publications that support or contrast your research
  • Citation reports and visualizations to easily see what publications are saying about each other
  • Browser extension to see Smart Citations wherever you read research
  • Dashboards to evaluate and keep track of groups of publications
  • Alerts to stay on top of citations as they happen
  • Automated reference checks to make sure you are citing reliable research in your manuscripts
  • 14 day free preview of our premium features.

Trusted by researchers and organizations around the world

Over 130,000 students researchers, and industry experts at use scite

See what students are saying

rupbmjkragerfmgwileyiopcupepmcmbcthiemesagefrontiersapsiucrarxivemeralduhksmucshluniversity-of-gavle
“…They found that addition machines form a natural model and they provided various algorithms for arithmetic on them, in particular as Floyd and Knuth looked for alternatives to the usual Turing machine models with their tiny primitive steps. Anisimov [1,2] studied the idea of Floyd and Knuth of using ideas borrowed from Fibonacci numbers for implementing arithmetic on large numbers with addition and investigated it thoroughly; later, he and Novokshonov [3,4,23] implemented the algorithms of Floyd and Knuth [3,4,23]. Schönhage [26] has proven that allowing subtraction and comparison increases the power of machines which can only add and do equality iff allowing division increases the power of such machines.…”
Section: Introductionmentioning