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God's algorithm
Known as:
God algorithm
, God's Number
God's algorithm is a notion originating in discussions of ways to solve the Rubik's Cube puzzle, but which can also be applied to other combinatorial…
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Related topics
6 relations
15 puzzle
Deep Blue (chess computer)
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2018
2018
God's algorithm: The expectation-maximization algorithm
Jun Wu
The Beauty of Mathematics in Computer Science
2018
Corpus ID: 86805353
2016
2016
God, Scripture & Hermeneutics: First Theology [blog]
P. D. Vries
2016
Corpus ID: 171615254
2010
2010
God & football : faith and fanaticism in the SEC
C. Gibbs
2010
Corpus ID: 152746884
2008
2008
Which Algorithm Is the Most Efficient in Solving Alexander's Star?
Diego Crespo
2008
Corpus ID: 123783009
Objectives/Goals To identify the most efficient algorithm in terms of time and number of moves (rotations of 72 degrees upon the…
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2007
2007
Dennett, Dawkins & Collins: God en wetenschap
G. Lernout
2007
Corpus ID: 186691038
2005
2005
God & King : the Devarāja cult in South Asian art and architecture : proceedings of the Seminar, 2001
A. Sengupta
2005
Corpus ID: 160653710
1997
1997
Predicting Estrangement from God Among Christians: Preliminary Findings and Practice Implications
Rodger K Bufford
,
Kathryn S. Wurtz
1997
Corpus ID: 55061037
Persons who come to counseling, especially Christians, often present with concerns about their relationships with God. Many…
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1996
1996
Generating Rational Models (Poster Abstract)
Sven-Erik Bornscheuer
Joint International Conference and Symposium on…
1996
Corpus ID: 30007894
My talk is on original research using past voting results of individual states for the past eleven Presidential elections to get…
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1992
1992
God, Humanity & Mother Nature
G. Ogutu
1992
Corpus ID: 170737139
1975
1975
A modular greatest common divisor algorithm for gaussian polynomials
B. Caviness
,
M. Rothstein
ACM '75
1975
Corpus ID: 20702499
In this paper the Brown-Collins modular greatest common divisor algorithm for polynomials in Z[x<subscrpt>1</subscrpt>,...,x…
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