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Clifford Beshers Phones & Addresses

  • 164 Summit Rd, Bishop, CA 93514
  • Urbana, IL
  • San Diego, CA
  • 6750 Draper Ave, La Jolla, CA 92037 (858) 454-5490
  • 22 Oak St, Tenafly, NJ 07670 (201) 569-1575
  • Cortland, NY
  • New York, NY
  • North Tonawanda, NY
  • Columbus, OH

Work

Company: Seereason partners Sep 2007 Position: Partner

Education

School / High School: Columbia University In the City of New York 1987 to 1997

Skills

Haskell

Languages

English

Industries

Computer Software

Resumes

Resumes

Clifford Beshers Photo 1

Partner

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Location:
164 Summit Rd, Bishop, CA 93514
Industry:
Computer Software
Work:
Seereason Partners
Partner

Linspire Nov 2001 - Aug 2007
Os Team Lead
Education:
Columbia University In the City of New York 1987 - 1997
Carleton College 1979 - 1983
Bachelors, Bachelor of Arts, Mathematics, Computer Science, German
Skills:
Haskell
Languages:
English

Publications

Us Patents

Worlds-Within-Worlds Nested Display And Interaction System And Method

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US Patent:
55241875, Jun 4, 1996
Filed:
Sep 1, 1994
Appl. No.:
8/299812
Inventors:
Steven K. Feiner - New York NY
Clifford M. Beshers - New York NY
Assignee:
The Trustees of Columbia University - New York NY
International Classification:
G06F 1562
US Classification:
395119
Abstract:
Nested coordinate systems are used for the display and manipulation of multivariate data in any field including science, engineering, economics, demographics, business, and finance. A first, inner coordinate system contains a display corresponding to a subset of the variables while the other variables are held constant. Each axis of a second, outer coordinate system is associated with an additional variable. The coordinates of a distinguished point in the first coordinate system (e. g. , its origin) fix a value for each of the outer coordinate system's variables that is held constant within the inner coordinate system and its descendants for the evaluation of data displayed within them. Analogously, the second coordinate system may be recursively nested in one or more additional coordinate systems to allow the system to handle an arbitrary number of variables. Each coordinate system may be of arbitrary dimension, 1-, 2-, and 3-D coordinate systems being most familiar to a user.
Clifford G Beshers from Bishop, CA, age ~63 Get Report