Search

Santosh K Verma

from Sugar Land, TX
Age ~59

Santosh Verma Phones & Addresses

  • 5527 Chesapeake Pl, Sugar Land, TX 77479 (281) 313-4937
  • 2800 Bartons Bluff Ct, Austin, TX 78746 (512) 306-0187
  • Starkville, MS
  • Stanford, CA
  • 4500 Pear Ridge Dr, Dallas, TX 75287 (972) 818-0760 (972) 818-1553
  • Missouri City, TX
  • Mississippi State, MS
  • 5527 Chesapeake Pl, Sugar Land, TX 77479

Work

Company: H.p.c.l. refinary mahul mumbai

Education

School / High School: I.G.N.O.U- New Delhi, Delhi 2009 Specialities: B. Tech.

Resumes

Resumes

Santosh Verma Photo 1

Software Consultant At Tcs

View page
Position:
Account Manager at Tata Consultancy Services
Location:
Mumbai, Maharashtra, India
Industry:
Information Technology and Services
Work:
Tata Consultancy Services - Mumbai since May 2010
Account Manager

Tata Consultancy Services Sep 2003 - May 2010
Software Consultant

Force Motors Sep 2002 - Sep 2003
Software Developer

MaxiMaa Systems Ltd. Aug 2001 - Sep 2002
Software Developer
Education:
CDAC 2001 - 2001
Advance Computing
Amravati University 1996 - 2000
Bachelor of Engineering (BE)
Santosh Verma Photo 2

Santosh Verma

View page
Location:
United States
Santosh Verma Photo 3

Santosh Verma

View page
Location:
United States
Santosh Verma Photo 4

Santosh Verma

View page
Location:
United States
Santosh Verma Photo 5

Santosh Verma

View page
Location:
United States
Santosh Verma Photo 6

Santosh Verma

View page
Location:
United States
Santosh Verma Photo 7

Santosh Verma SHAHDOL, M.P, US

View page
Work:
H.P.C.L. REFINARY MAHUL MUMBAI

Aug 2011 to 2000

HINDALCO ADITYA BIRLA group

Feb 2010 to Jul 2011
SR. PROJECT ENGINEER (Civil)

O.N.G.C
ASSAM, IN
Aug 2010 to Aug 2010
Sr. Civil Engineer

O.N.G.C
JHARKHAND, IN
2009 to Aug 2009
Civil Engineer

BHARTI AIRTEL
Hyderabad, Andhra Pradesh
Apr 2007 to Mar 2009
CIVIL& QA /QC ENGG

GAIL
M.P, IN
Sep 2006 to Feb 2007
CIVIL & QA/QC

B.P.C.L
U.P, IN
Jan 2006 to Aug 2006
Site Engineer

M. P. R. R. D. A
M. P, IN
Jul 2000 to Dec 2005
Site In charge

N .T .P .C
Bilaspur, Chhattisgarh
May 1997 to Jul 2000
Site Engineer

Education:
I.G.N.O.U
New Delhi, Delhi
2009
B. Tech.

Govt. R.H.S. School
Shahdol, Madhya Pradesh
1991
S.S.C.

Publications

Us Patents

Generation Of Constrained Voronoi Grid In A Plane

View page
US Patent:
8212814, Jul 3, 2012
Filed:
Mar 16, 2011
Appl. No.:
13/049561
Inventors:
Larisa V. Branets - The Woodlands TX,
Xiao-Hui Wu - Sugar Land TX,
Santosh K. Verma - Sugar Land TX,
Stephen L. Lyons - Spring TX,
Assignee:
ExxonMobil Upstream Research Company - Houston TX
International Classification:
G06T 17/20
G06T 17/00
US Classification:
345423, 345420
Abstract:
A computer-implemented method for generating a constrained Delaunay triangulation for a planar domain with boundaries and internal features. The boundaries and internal features of the domain are approximated with polylines. Unconstrained Delaunay triangulation is constructed for the domain. The unconstrained Delaunay triangulation is modified to conform triangle sides to the polylines. The modified triangulation is corrected to make it a constrained Delaunay triangulation. At least one of the steps of the method is implemented using a computer.

Generation Of Constrained Voronoi Grid In A Plane

View page
US Patent:
2010012, May 27, 2010
Filed:
Apr 2, 2008
Appl. No.:
12/596786
Inventors:
Larisa V. Branets - The Woodlands TX,
Xiao-Hui Wu - Sugar Land TX,
Santosh K. Verma - Sugar Land TX,
Stephen L. Lyons - Spring TX,
International Classification:
G06T 11/20
US Classification:
345441
Abstract:
A method for generating constrained Voronoi grids in a plane with internal features and boundaries is disclosed. The disclosed method generally includes approximation of internal features and boundaries with polylines based on plane geometry. Protected polygons or points are generated around the polylines, and Delaunay triangulation of protected points or protected polygon vertices is constructed. Delaunay triangulation that honors protected polygons or points is generated in the rest of the gridding domain. The constrained Voronoi grid is then generated from the Delaunay triangulation, which resolves all of the approximated features and boundaries with the edges of Voronoi cells. Constrained Voronoi grids may be generated with adaptive cell sizes based on specified density criterion.
Santosh K Verma from Sugar Land, TX, age ~59 Get Report