Michael Everest resumes & CV records
Resumes
Consultant - Software And Algorithm Engineering
Location:
San Francisco Bay Area
Industry:
Computer Software
Michael F Everest DeceasedRancho Cordova, CA
Michael Everest Phones & Addresses
Rancho Cordova, CA
San Ramon, CA
Carol Stream, IL
Live Oak, TX
South San Francisco, CA
200 Tearose Ct, San Ramon, CA 94582
Work
Position:
Executive, Administrative, and Managerial Occupations
Education
Degree:
Associate degree or higher
Mentions for Michael F Everest
Publications & IP owners
Us Patents
Exploitation Of Topological Categorization Of Chaotic And Fractal Functions, Including Field Line Calculations
US Patent:
7805481, Sep 28, 2010
Filed:
Jan 19, 2006
Appl. No.:
11/336187
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 7/38
US Classification:
708511
Abstract:
A topological categorization method, based on inclusive intervals, provides a general method of analyzing escape topologies for discrete dynamic systems, in complex and higher dimensions, including the calculation of both potential for complex and hypercomplex and field lines for complex iterations.
Chaotic And Fractal Field Line Calculations Using Decomposition And Self Winding
US Patent:
8095583, Jan 10, 2012
Filed:
Jun 4, 2007
Appl. No.:
11/757858
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 15/00
G09G 5/00
G09G 5/00
US Classification:
708200, 345581
Abstract:
Faster methods for topological categorization and field line calculations are developed by using decomposition regions together with the self-winding techniques first developed in a prior patent application. A point iteration technique provides direct calculation of low order digits of winding counts without use of complex intervals. Easy to calculate derivatives define decomposition interval boundaries which substitute for methods using the slower complex interval processing of the prior patent. Methods common to this and the prior patent are developed for visualizing conformal mappings of iterated functions.
Setup Of Precise Polynomial Evaluation By Utilizing A Compressed Root Product Form
US Patent:
8332446, Dec 11, 2012
Filed:
Nov 14, 2008
Appl. No.:
12/271663
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 7/38
US Classification:
708203
Abstract:
Based on the root-product polynomial form, this method compresses essential information of a polynomial by transforming polynomials into a form which eliminates cancellation error, when evaluating polynomials, of one unknown, for real, complex, and quaternion, which are implemented with floating point numbers. Additional filtering methods simplify evaluation, including the elimination of extremely small and large root factors, which can cause out-of-range errors. The usual setup problem for root-product forms, that of needing potentially unlimited root precision and floating point range, is largely eliminated for real polynomials, and greatly mitigated for complex and quaternion, and other hypercomplex polynomials.
Exploitation Of Topological Categorization Of Chaotic And Fractal Functions, Including Field Line Calculations
US Patent:
8402076, Mar 19, 2013
Filed:
Sep 8, 2010
Appl. No.:
12/877908
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 7/00
G06F 7/38
G06F 7/38
US Classification:
708511, 708200, 708446
Abstract:
A topological categorization method, based on inclusive intervals, provides a general method of analyzing escape topologies for discrete dynamic systems, in complex and higher dimensions, including the calculation of both potential for complex and hypercomplex and field lines for complex iterations.
Exploitation Of Topological Categorization Of Chaotic And Fractal Functions, Including Field Line Calculations
US Patent:
8407272, Mar 26, 2013
Filed:
Sep 8, 2010
Appl. No.:
12/877949
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 7/00
G06F 7/38
G06F 7/38
US Classification:
708511, 708200, 708446
Abstract:
A topological categorization method, based on inclusive intervals, provides a general method of analyzing escape topologies for discrete dynamic systems, in complex and higher dimensions, including the calculation of both potential for complex and hypercomplex and field lines for complex iterations.
Complex And Hypercomplex Inclusive Interval Expression Evaluations With Stable Numeric Evaluations And Precision Efficacy Testing
US Patent:
8468190, Jun 18, 2013
Filed:
Sep 8, 2010
Appl. No.:
12/877895
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 7/38
US Classification:
708511
Abstract:
Improvements to optimal interval operators are developed for interval expression evaluation using arithmetic and real power operators applied to complex and hypercomplex number systems. A method for determining efficacy of numeric precision, incorporating minor changes to interval operators, provides detection of insufficient numeric evaluation precision.
Exploitation Of Topological Categorization Of Chaotic And Fractal Functions Including Field Line Calculations
US Patent:
8484264, Jul 9, 2013
Filed:
Sep 8, 2010
Appl. No.:
12/877922
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 7/00
G06F 7/38
G06F 7/38
US Classification:
708200, 708511
Abstract:
A topological categorization method, based on inclusive intervals, provides a general method of analyzing escape topologies for discrete dynamic systems, in complex and higher dimensions, including the calculation of both potential for complex and hypercomplex and field lines for complex iterations.
Chaotic And Fractal Field Line Calculations Using Decomposition And Self Winding
US Patent:
2012017, Jul 5, 2012
Filed:
Dec 12, 2011
Appl. No.:
13/323648
Inventors:
Michael T. Everest - Sunnyvale CA, US
International Classification:
G06F 17/14
G06F 15/00
G06F 15/00
US Classification:
708400, 708200
Abstract:
Faster methods for topological categorization and field line calculations are developed by using decomposition regions together with the self-winding techniques first developed in a prior patent application. A point iteration technique provides direct calculation of low order digits of winding counts without use of complex intervals. Easy to calculate derivatives define decomposition interval boundaries which substitute for methods using the slower complex interval processing of the prior patent. Methods common to this and the prior patent are developed for visualizing conformal mappings of iterated functions.
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