Epsilon - Wakefield, MA since Aug 2012
Senior Analytic Consultant
IBM Global Business Services Nov 2010 - Jul 2012
Advanced Analytics Senior Consultant
SAIC Jun 2006 - Nov 2010
Operations Research Analyst
Education:
George Mason University 2008 - 2011
Worcester Polytechnic Institute 2002 - 2006
Skills:
Sas Data Analysis Analytics Data Mining Statistics Vba Databases Sql Business Intelligence Operations Research Analysis Predictive Analytics Program Management R Database Marketing Microsoft Excel Python Data Science Business Analytics Tableau Statistical Modeling Machine Learning Modeling Mathematical Modeling Visual Basic For Applications Risk Analysis Decision Analysis Regular Expressions Arena Simulation Software Data Visualization Arcgis Data Management Programming Time Series Analysis Applied Mathematics Linear Programming Access Data Warehousing Sas/Sql Sas/Macro Sas/Graph Sas/Stat Microsoft Access Netezza Optimization Integer Optimization Network Optimization Anylogic Quantitative Analytics Customer Analysis
Interests:
Science and Technology Environment
Awards:
NASA Systems Engineering Award NASA The Systems Engineering “Techniques/Methodologies” Activity Award acknowledges the superior achievement of an individual or team for an endeavor which has set new standards of excellence at NASA and has advanced the field of systems engineering. Examples for the basis of selection are activities utilizing research and development of new systems engineering techniques or methodologies that elevate SE understanding, leadership development, or the development of new or modified systems engineering best practices.
Certifications:
Computing For Data Analysis License 80F9769C23Ddc7500F5E3A09048A37... Duolingo Spanish Fluency: Intermediate (Estimated) Sas Certified Advanced Programmer For Sas 9 Sas Certified Base Programmer For Sas 9 Intro To Python For Data Science Sas Advanced Programming For Sas9
Kenneth R. Traub - Watertown MA Thomas F. Knight - Belmont MA Kim Molvig - Concord MA Christopher M. Teixeira - Cambridge MA
Assignee:
Exa Corporation - Cambridge MA
International Classification:
G06F 1900
US Classification:
364578
Abstract:
A computer implemented method for simulating a physical process. The method includes storing in a memory a state vector for each of a number of voxels. Each state vector includes a plurality of integers, each of which corresponds to a particular momentum state of a number of possible momentum states at a voxel and represents the number of elements having the particular momentum state. Each integer has more than two possible values. The method also includes performing interaction operations on the state vectors that model interactions between elements of different momentum states, performing viscosity modification operations on the state vectors to change the viscosity of the simulated physical process, and performing move operations on the state vectors that reflect movement of elements to new voxels.
Computer System For Simulating Physical Processes Using Multiple-Integer State Vectors
Hudong Chen - Waltham MA Peter C. Churchill - Boxboro MA Robert A. Iannucci - Lexington MA Kim Molvig - Reading MA Gregory Papadopoulos - Acton MA Stephen A. Remondi - Reading MA Christopher M. Teixeira - Cambridge MA Kenneth R. Traub - Watertown MA
Assignee:
Exa Corporation - Cambridge MA
International Classification:
G06F 1900
US Classification:
364578
Abstract:
A computer implemented method for simulating a physical process. The method includes storing in a memory a state vector for each of a number of voxels (i. e. , lattice sites). Each state vector includes a plurality of integers, each of which corresponds to a particular momentum state of a number of possible momentum states at a voxel (lattice site) and represents the number of elements having the particular momentum state. Each integer has more than two possible values. The method also includes performing interaction operations on the state vectors that model interactions between elements of different momentum states and performing move operations on the state vectors that reflect movement of elements to new voxels.
Christopher M. Teixeira - Cambridge MA Hudong Chen - Newton MA Kim Molvig - Concord MA
Assignee:
Exa Corporation - Lexington MA
International Classification:
G06F 1900
US Classification:
364578
Abstract:
A physical process is simulated by storing in a memory state vectors for voxels. The state vectors include entries that correspond to particular momentum states of possible momentum states at a voxel. Iinteraction operations are performed on the state vectors. The interaction operations model interactions between elements of different momentum states. For a particular state vector, the interaction operations include performing energy-exchanging interaction operations that model interactions between elements of different momentum states that represent different energy levels. A rate factor for the voxel represented by the particular state vector affects a degree to which energy-exchanging interaction operations cause a transfer of elements from states representing lower energy levels to states representing higher energy levels, rather than from states representing higher energy levels to states representing lower energy levels. Move operations then are performed on the state vectors to reflect movement of elements to new voxels. The rate factor is generated for a voxel based on rate factors for voxels from which elements of the voxel moved.
Collision Operators In Physical Process Simulation
Kim Molvig - Concord MA Christopher M. Teixeira - Cambridge MA Kenneth R. Traub - Watertown MA
Assignee:
EXA Corporation - Cambridge MA
International Classification:
G06F 1710 G06F 1900
US Classification:
364578
Abstract:
A computer implemented method for simulating a physical process. The method includes storing in a memory a state vector for each of a number of voxels. Each state vector includes a plurality of integers, each of which corresponds to a particular momentum state of a number of possible momentum states at a voxel and represents the number of elements having the particular momentum state. Each integer has more than two possible values. The method also includes performing interaction operations that model interactions between elements of different momentum states and include interaction rules that operate on a subset of the integers of a state vector. The interaction rules comprise a collision operator that transfers between integers representing a first set of momentum states and integers representing a second set of momentum states a number of elements that is determined based on the number of elements in the first and second sets of momentum states. Finally, the method includes performing move operations on the state vectors that reflect movement of elements to new voxels.
Kim Molvig - Concord MA Hudong Chen - Newton MA Christopher M. Teixeira - Cambridge MA Stephen Remondi - Reading MA David Lawrence Hill - Somerville MA Fongyan Gang - San Diego CA Ales Alajbegovic - Plymouth MI James E. Hoch - Harvard MA
Assignee:
Exa Corporation - Lexington MA
International Classification:
G06F 1550
US Classification:
364578
Abstract:
A physical process is simulated by storing in a memory state vectors for voxels and a representation of at least one surface. The state vectors include entries that correspond to particular momentum states of set of possible momentum states at a voxel. Interaction operations are performed on the state vectors to model interactions between elements of different momentum states. In addition, surface interaction operations are performed on the representation of the surface. The surface interaction operations model interactions between the surface and elements of at least one voxel near the surface. The elements have a tangential momentum relative to the surface, and the surface interaction operations retain at least a portion of the tangential momentum of the elements. The portion of tangential momentum retained corresponds to a friction parameter. The friction parameter is varied based on changes in pressure near the surface.
Hudong Chen - Newton MA James E. Hoch - Harvard MA Christopher M. Teixeira - Cambridge MA
Assignee:
Exa Corporation - Lexington MA
International Classification:
G06F 1900
US Classification:
364578
Abstract:
A physical process is simulated by storing in a memory state vectors for voxels. The state vectors include entries that correspond to particular momentum states of possible momentum states at a voxel. Interaction operations are performed on the state vectors. The interaction operations model interactions between elements of different momentum states. For a particular state vector, the interaction operations include calculating a desired distribution of elements for a voxel represented by the particular state vector, the desired distribution including a number of entries corresponding to the number of entries in the particular state vector. When one or more entries of the desired distribution has an out-of-range value, the desired distribution is modified to correct the out-of-range value. The state vector then is updated to correspond to the modified desired distribution. Finally, move operations are performed on the state vectors to reflect movement of elements to new voxels.
Hudong Chen - Waltham MA David Lawerence Hill - Somerville MA James Hoch - Harvard MA Kim Molvig - Concord MA Christopher M. Teixeira - Cambridge MA Kenneth R. Traub - Watertown MA
Assignee:
Exa Corporation - Lexington MA
International Classification:
G06F 1900 G06F 1560
US Classification:
395500
Abstract:
To simulate physical processes, state vectors for each of multiple voxels are stored in a memory along with a representation for each of multiple facets that are sized and oriented independently of the size and orientation of the voxels and, in combination, represent one or more surfaces. Each state vector includes multiple entries, each of which corresponds to a number of elements at a particular momentum state of multiple possible momentum states at a voxel. Interaction operations that model interactions between elements of different momentum states are performed on the state vectors, and surface interaction operations that model interactions between a facet and elements at one or more voxels near the facet are performed on the representations of facets. Finally, move operations that reflect movement of elements to new voxels are performed on the state vectors.
Googleplus
Christopher Teixeira
About:
Experience revolves around several classic Operations Research tactics including Integer Programming, Goal Programming, Applied Probability, Decision and Risk Analysis, Discrete Systems Simulation, Ap...
Tagline:
Avid Red Sox fan, working for Epsilon as an Senior Analytic Consultant in Marketing.
Christopher Teixeira 1997 graduate of Trumbull High School in Trumbull, CT is on Memory Lane. Get caught up with Christopher and other high school alumni from