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Peter Del Vecho

Peter Del Vecho

Peter Del Vecho (left) at the premiere of Disney’s Frozen on November 19, 2013.

Born
(1958-04-05) 5 April 1958 (age 58)
Quincy, Massachusetts, United States

Alma mater
Boston University

Occupation
Film producer,

Known for
Frozen, Winnie the Pooh, The Princess and the Frog, Treasure Planet

Spouse(s)
Jane Del Vecho

Children
2

Peter Del Vecho, p.g.a. is a film producer at Walt Disney Animation Studios, best known for winning, together with directors Jennifer Lee and Chris Buck, an Academy Award for Best Animated Feature for the 2013 film Frozen.[1]
Del Vecho grew up in the city of Quincy, in the South Shore area just outside Boston, Massachusetts.[2] He graduated in 1980 from the Boston University College of Fine Arts, where he studied theater production, and worked in theatre for 15 years.[3] In 1995, after working at the Guthrie Theater in Minneapolis for about 10 years, he was recruited by Disney Animation.[2] He started out in production management and transitioned into producing.[2]
Besides Frozen, Del Vecho produced the Disney animated films The Princess and the Frog (2009) and Winnie the Pooh (2011), and was an associate producer of Treasure Planet (2002) which was directed by John Musker and Ron Clements.[4]
In the Spring of 2015, Del Vecho produced a short film based on the Frozen characters called “Frozen Fever” which was again co-directed by Buck and Lee.[5]
On March 12, 2015, Disney announced that Del Vecho would produce a full length sequel to Frozen, again co-directed by Lee and Buck.[6]
References[edit]

^ “Oscar Winners 2015: The Complete List – 86th Academy Awards”. Oscar.com. 
^ a b c Shanahan, Mark; Meredith Goldstein (6 February 2014). “‘Frozen’ producer Peter Del Vecho has South Shore roots”. Boston Globe. Retrieved 21 April 2014. 
^ Laskowski, Amy (28 February 2014). “Frozen Producer Heads to the Oscars”. BU Today. Retrieved 21 April 2014. 
^ “Peter Del Vecho”. IMDB. Retrieved 2014-03-20. 
^ Gettell, O. (September 3, 2014). “Disney short ‘Frozen Fever’ coming in spring 2015, with new song”. Los Angeles Times. Retrieved 2014-09-06. 
^ Graser, M. (March 12, 2015). “Disney Announces ‘Frozen 2′”. Variety. Retrieved 2015-03-15. 

External links[edit]

Peter Del Vecho at the Internet Movie Database

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Academy Award for Best Animated Feature

Shrek – Aron Warner (2001)
Spirited Away – Hayao Miyazaki (2002)
Finding Nemo – Andrew Stanton

Eversonville, Missouri

Eversonville is an unincorporated community in Linn County, in the U.S. state of Missouri.[1]
History[edit]
A post office called Eversonville was established in 1878, and remained in operation until 1906.[2] The community was named after Charles H. Everson, the proprietor of a local country store.[3]
References[edit]

^ U.S. Geological Survey Geographic Names Information System: Eversonville, Missouri
^ “Post Offices”. Jim Forte Postal History. Retrieved 29 October 2016. 
^ “Linn County Place Names, 1928–1945”. The State Historical Society of Missouri. Archived from the original on June 24, 2016. Retrieved October 29, 2016. 

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Municipalities and communities of Linn County, Missouri, United States

County seat: Linneus

Cities

Brookfield
Browning‡
Bucklin
Laclede
Linneus
Marceline‡
Meadville
Purdin

Townships

Baker
Benton
Brookfield
Bucklin
Clay
Enterprise
Grantsville
Jackson
Jefferson
Locust Creek
Marceline
North Salem
Parson Creek
Yellow Creek

Unincorporated
communities

Bear Branch
Enterprise
Eversonville
Forker
Fountain Grove
Garner
Grantsville
Haseville
Hecla
Leverton
Lowell
New Boston
North Salem
Sedgwick
Shafter
St. Catharine
Shelby

Footnotes

‡This populated place also has portions in an adjacent county or counties

Coordinates: 39°54′32″N 93°21′36″W / 39.90889°N 93.36000°W / 39.90889; -93.36000

This Missouri state location article is a stub. You can help Wikipedia by expanding it.

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William Foster (historiographer)

Sir William Foster (1863–1951) Knight (1925), CIE (1913), was Registrar and Superintendent of Records in the India Office.[1] He was a historiographer and member of the Hakluyt Society.
Works[edit]

Letters Received By The East India Company (1897)
The English factories in India, 1618-1669 : a calendar of documents in the India Office, British Museum and Public Record Office (1911) first of thirteen volumes, eleven of which are available at: [1]
A guide to the India Office records, 1600-1858 (1919)
Early travels in India, 1583-1619 (1921)
Winter, Edward, (signed as “W. F.”) in Dictionary of National Biography, London: Smith, Elder, & Co., (1885-1900) in 63 vols.

Notes[edit]

^ “The British Library – India Office Select Materials – Collection details”. British Library. Retrieved 3 February 2015. 

Wikisource has original works written by or about:
William Foster

Authority control

WorldCat Identities
VIAF: 17329192
LCCN: n50023173
ISNI: 0000 0001 0875 100X
GND: 116677058
SUDOC: 029765692
BNF: cb12511006t (data)
NLA: 35096104

Autocorrelation

Above: A plot of a series of 100 random numbers concealing a sine function. Below: The sine function revealed in a correlogram produced by autocorrelation.

Visual comparison of convolution, cross-correlation and autocorrelation.

Autocorrelation, also known as serial correlation, is the correlation of a signal with itself at different points in time. Informally, it is the similarity between observations as a function of the time lag between them. The analysis of autocorrelation is a mathematical tool for finding repeating patterns, such as the presence of a periodic signal obscured by noise, or identifying the missing fundamental frequency in a signal implied by its harmonic frequencies. It is often used in signal processing for analyzing functions or series of values, such as time domain signals.
Unit root processes, trend stationary processes, autoregressive processes, and moving average processes are specific forms of processes with autocorrelation.

Contents

1 Definitions

1.1 Statistics
1.2 Signal processing

2 Properties
3 Efficient computation
4 Estimation
5 Regression analysis
6 Applications
7 Serial dependence
8 See also
9 References
10 Further reading
11 External links

Definitions[edit]
Different fields of study define autocorrelation differently, and not all of these definitions are equivalent. In some fields, the term is used interchangeably with autocovariance.
Statistics[edit]
In statistics, the autocorrelation of a random process is the correlation between values of the process at different times, as a function of the two times or of the time lag. Let X be a stochastic process, and t be any point in time. (t may be an integer for a discrete-time process or a real number for a continuous-time process.) Then Xt is the value (or realization) produced by a given run of the process at time t. Suppose that the process has mean μt and variance σt2 at time t, for each t. Then the definition of the autocorrelation between times s and t is

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James Cameron (footballer)

For other people with the same name, see James Cameron (disambiguation).
James Cameron (1868 – 1934) was a Scottish footballer who played as a defender.
External links[edit]

LFC History profile

This biographical article related to association football in Scotland is a stub. You can help Wikipedia by expanding it.

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James Cameron (footballer)

For other people with the same name, see James Cameron (disambiguation).
James Cameron (1868 – 1934) was a Scottish footballer who played as a defender.
External links[edit]

LFC History profile

This biographical article related to association football in Scotland is a stub. You can help Wikipedia by expanding it.

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