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Faulhaber's formula
Known as:
Faulhaber polynomials
, Faulhaber formula
, Faulhaber
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In mathematics, Faulhaber's formula, named after Johann Faulhaber, expresses the sum of the p-th powers of the first n positive integers as a (p + 1…
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Related topics
Related topics
4 relations
Bernoulli polynomials
Euler–Maclaurin formula
Polynomial
Umbral calculus
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2019
2019
L2-constructions that go together – more on valency constructions and learner language
A. Garibyan
,
Evelin Balog
,
T. Herbst
2019
Corpus ID: 208141303
Abstract This paper sets out to illustrate differences between learner language and the language of native speakers by a number…
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2017
2017
Implementing caterpillar inspired roll control of a spherical robot
A. R. Chowdhury
,
A. Vibhute
,
G. Soh
,
S. Foong
,
K. Wood
IEEE International Conference on Robotics and…
2017
Corpus ID: 24105488
This paper presents a novel caterpillar inspired rolling gait generation and control mechanism of a spherical robot. The research…
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2015
2015
Family, ‘Foreigners’, and Fictive Kinship: a Bioarchaeological Approach to Social Organization at Late Classic Copan
Katherine A. Miller
2015
Corpus ID: 193733621
Review
2011
Review
2011
Assessing Competition in U.S. Wireless Markets: Review of the FCC’s Competition Reports
Gerald R. Faulhaber
,
R. Hahn
,
Hal J. Singer
2011
Corpus ID: 153774046
Last year’s Annual Report and Analysis of Competitive Market Conditions with Respect to Mobile Wireless broke new ground by not…
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2010
2010
Expanding Horizon and Capture Effect in RFID Singulation
Charles-Francois Natali
,
N. Vaidya
,
Victor K. Y. Wu
IEEE Global Telecommunications Conference…
2010
Corpus ID: 5288384
We present two singulation schemes for passive RFID systems. The first scheme, called expanding horizon, uses interrogator…
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2007
2007
Abolishing the Price Squeeze as a Theory of Antitrust Liability
J. Sidak
2007
Corpus ID: 62812808
A “price squeeze,” or “margin squeeze,” is a theory of antitrust liability under section 2 of the Sherman Act that concerns a…
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2006
2006
Histoire de la théorie de l'élimination
Erwan Penchèvre
2006
Corpus ID: 193267481
Les techniques d'elimination sont aussi vieilles que l'algebre elle-meme, mais dans la seconde moitie du XVIIe s. Apparaissent…
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1995
1995
Public policy in telecommunications: the third revolution
Gerald R. Faulhaber
1995
Corpus ID: 153451348
1993
1993
Johannes Faulhaber 1580-1635 : Rechenmeister in einer Welt des Umbruchs
I. Schneider
1993
Corpus ID: 182936895
1992
1992
and Sums of Powers
D. Knuth
1992
Corpus ID: 17893831
Early 17th-century mathematical publications of Johann Faulhaber contain some remarkable theorems, such as the fact that the r…
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