[62]

David W. Lyons.
Entanglement and local unitary stabilizer subgroups.
Quantum Information Seminar, Institute for Quantum Optics and Quantum
Information, Innsbruck, Austria, March 2014.

[61]

David W. Lyons.
Entanglement verification using local unitary stabilizers.
Central European Quantum Information Processing Workshop, Valtice,
Czech Republic, June 2013.

[60]

Ian H. Bond.
Programming Grover's Search Algorithm and Quantum Counting.
Research Poster Session, Inquiry 2013, Lebanon Valley College, April
2013.

[59]

Anthony R. Hoover.
Procedure Verification in a Functional Quantum Programing
Language.
Research Poster Session, Inquiry 2013, Lebanon Valley College, April
2013.

[58]

Oliver D. Lyons.
Determining the Accuracy of a Quantum Testing Protocol for
Werner States.
Research Poster Session, Inquiry 2013, Lebanon Valley College, April
2013.

[57]

Kelsey A. Moore.
Investigation of a Werner State basis.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, San Diego, January 2013.

[56]

Ian H. Bond.
Programming Grover's Search Algorithm and Quantum Counting.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, San Diego, January 2013.

[55]

Anthony R. Hoover.
Procedure Verification in a Functional Quantum Programing
Language.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, San Diego, January 2013.

[54]

Oliver D. Lyons.
Determining the Accuracy of a Quantum Testing Protocol for
Werner States.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, San Diego, January 2013.

[53]

David W. Lyons.
Quantum information: An ongoing research program with undergraduate
students.
The MDDCVA Section meeting of the Mathematical Association of
America, Virginia Military Institute, Lexington, VA, October 2012.

[52]

Scott N. Walck.
Multiparticle entanglement classification.
University of Glasgow, August 2012.

[51]

David W. Lyons.
Linear basis for decoherencefree subspace for collective
decoherence.
Quantum Information Workshop, Seefeld, Austria, July 2012.

[50]

Scott N. Walck.
Two examples of entanglement classification.
Anacapa Society Meeting, Hamline University, St. Paul, Minnesota, May
2012.

[49]

David W. Lyons.
Local unitary stabilizers, symmetric states, and Werner states.
Télécom Paris Tech, March 2012.

[48]

Abigail M. Skelton.
Structure of nqubit Werner States.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, Boston, January 2012.

[47]

David W. Lyons, Abigail M. Skelton, and Scott N. Walck.
Local Unitary Classes of Symmetric Mixed States and
Ongoing Work on Werner States.
Quantum Information Processing (QIP) 2012, Montréal, December
2011.

[46]

David W. Lyons.
Classifying entanglement for symmetric states of n quantum bits.
Tetrahedral Geometry and Topology Seminar, Elizabethtown College, PA,
September 2011.

[45]

David W. Lyons.
Local unitary group stabilizers and entanglement for multiqubit
symmetric states.
Theory of Quantum Computation, Communication and Cryptography (TQC)
2011, Madrid, May 2011.

[44]

Laura M. Snyder.
Stabilizer formalism and symmetric states.
Research Poster Session, Celebration of Student Learning, Lebanon
Valley College, April 2011.

[43]

Adam B. Hansell.
Quantum states determined by their 2qubit reduced density matrices.
Research Presentation Session, Celebration of Student Learning,
Lebanon Valley College, April 2011.

[42]

Ian M. Younker.
Quantum states and their subsystems.
Research Poster Session, Celebration of Student Learning, Lebanon
Valley College, April 2011.

[41]

Nathan L. Kearney.
Decomposing states of multiple quantum bits.
Moravian College Student Mathematics Conference, Moravian College,
February 2011.

[40]

Curt D. Cenci.
Classification of symmetric states under local unitary action.
Joint Meetings of the American Mathematical Association and the
Mathematical Association of America, New Orleans, January 2011.

[39]

Curt D. Cenci.
Quantum information: Classification of symmetric states under local
unitary action.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, New Orleans, January 2011.

[38]

Laura M. Snyder.
Stabilizer formalism and symmetric states.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, New Orleans, January 2011.

[37]

Edward C. Ulicny.
Preconcurrence for twoqubit states.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Association and the Mathematical
Association of America, New Orleans, January 2011.

[36]

David W. Lyons.
Some questions about local unitary stabilizers.
Theory of Quantum Computation, Communication and Cryptography (TQC)
2010, Leeds, UK, April 2010.

[35]

Adam B. Hansell.
One dimensional stabilizers for 2, 3, and 4qubit states.
Eastern Pennsylvania and Delaware Section of the Mathematical
Association of America, Elizabethtown College, April 2010.

[34]

Laura M. Snyder.
Classifying twoqubit states by their subsystems.
American Association of Physics Teachers Central Pennsylvania Section
Meeting, LaSalle University, March 2010.

[33]

Curt D. Cenci.
Classification of entanglement types in quantum information.
Moravian College Student Mathematics Conference, Moravian College,
February 2010.

[32]

Curt D. Cenci.
Quantum Information and 1dimensional Stabilizers in Multiparty
States.
Mathematical Association of America Undergraduate Poster Session,
Joint Meetings of the American Mathematical Society and the Mathematical
Association of America, San Francisco, CA, January 2010.

[31]

Scott N. Walck.
Local unitary stabilizers and multipartite entanglement.
Plenary Lecture at the Symposium on Optical Interactions and Quantum
Systems, University of Rochester, October 2009.

[30]

Scott N. Walck.
Only nqubit GreenbergerHorneZeilinger states contain
npartite information.
40th Annual Meeting of the APS Division of Atomic, Molecular and
Optical Physics, Charlottesville, Virginia, May 2009.

[29]

David W. Lyons.
Quantum entanglement: When the whole is more than the sum of the
parts.
Lebanon Valley College Faculty Colloquium, Annville, PA, March 2009.

[28]

Stephanie A. Blanda.
Classifying States With Near Maximum Entanglement.
Moravian College Student Mathematics Conference, Moravian College,
February 2009.

[27]

Stephanie A. Blanda.
Multiparty Quantum States with Nearly Maximal Stabilizer.
AMS Session on Quantum Theory and Fluid Mechanics, Joint Meetings of
the American Mathematical Society and the Mathematical Association of
America, Washington, DC, January 2009.

[26]

David W. Lyons.
Classification of Multiparty Quantum Entanglement:
Continuing Work.
Tetrahedral Geometry and Topology Seminar, Hempfield, PA, October
2008.

[25]

David W. Lyons.
An Application of Combinatorics in Quantum Information.
Virginia Commonwealth University Discrete Mathematics Seminar,
Richmond, VA, October 2008.

[24]

David W. Lyons.
Quantum Information and Entanglement.
Virginia Commonwealth University Mathematical Expositions Talk,
Richmond, VA, October 2008.

[23]

Stephanie A. Blanda.
Multiparty Quantum States with Nearly Maximal Stabilizer.
Disappearing Boundaries Symposium Poster Session, Lebanon Valley
College, October 2008.

[22]

David W. Lyons.
Entanglement Classification Using Stabilizer Subalgebras.
Susquehanna University Research Experience for Undergraduates in
Quantum Information Theory, Selinsgrove, PA, July 2008.

[21]

David W. Lyons.
Maximum Stabilizer Dimension for Multiparty States.
University of Bristol Quantum Computation and Information Seminar,
Bristol, UK, February 2008.

[20]

David W. Lyons.
Maximum Stabilizer Dimension for Multiparty States.
University of York Quantum Information Seminar, York, UK, January
2008.

[19]

Stephanie A. Blanda.
Quantum Information and 4Qubit States.
EPaDel Section of the Mathematical Association of America, Drexel
University, November 2007.

[18]

Stephanie A. Blanda.
Quantum Information and 4Qubit States.
Disappearing Boundaries Symposium Poster Session, Lebanon Valley
College, October 2007.

[17]

David W. Lyons.
Hamilton, Hopf and Bloch.
Joint Math Colloquium of Franklin and Marshall College and
Millersville University, Millersville, PA, April 2007.

[16]

Daniel A. Pitonyak.
Quantum Computation, Quantum Information, and Irreducible
nqubit Entanglement.
Moravian College Student Mathematics Conference, Moravian College,
February 2007.

[15]

Robert Schaeffer.
Computations of Quantum Entanglement.
Shenandoah Undergraduate Mathematics and Statistics Conference, James
Madison University, October 2006.

[14]

Daniel A. Pitonyak.
Irreducible nqubit Entanglement.
Disappearing Boundaries Symposium Poster Session, Lebanon Valley
College, September 2006.

[13]

Robert Schaeffer.
Quantum Entanglement Computations.
Disappearing Boundaries Symposium Poster Session, Lebanon Valley
College, September 2006.

[12]

Scott N. Walck.
Classifying Quantum Entanglement Using the Local Unitary
Group Action.
Tetrahedral Geometry and Topology Seminar, Hempfield, PA, September
2006.

[11]

David W. Lyons.
Classification of Multiparticle Entanglement Types with
Minimum Orbit Dimension.
Joint Meetings of the American Mathematical Society and the
Mathematical Association of America, San Antonio, TX, January 2006.

[10]

Scott N. Walck.
Classifying Quantum Entanglement Using the Local Unitary
Group Action.
Tetrahedral Geometry and Topology Seminar, Hempfield, PA, Spring
2006.

[9]

David W. Lyons.
Minimum Orbit for the Local Unitary Group Action on State
Space for a System of Qubits.
Joint Meetings of the American Mathematical Society and the
Mathematical Association of America, Atlanta, GA, January 2005.

[8]

James K. Glasbrenner.
Types of ThreeQubit Entanglement.
Lebanon Valley College Science Colloquium Poster Session, Fall 2005.

[7]

David W. Lyons.
Rotations, Quaternions and the Hopf Map.
Joint Math Colloquium of Franklin and Marshall College and
Millersville University, Lancaster, PA, April 2004.

[6]

David W. Lyons.
Problems in Quantum Entanglement.
Tetrahedral Geometry and Topology Seminar, Hempfield, PA, October
2003.

[5]

David W. Lyons.
Quantum Information.
Lebanon Valley College Faculty Colloquium, Annville, PA, April 2003.

[4]

Nicholas Hamblet.
Computer Animation of the Hopf Fibration.
Joint Meetings of the American Mathematical Society and the
Mathematical Association of America Student Poster Session, Baltimore,
January 2003.

[3]

Jonathan Pitt.
Stationary 2qubit Quantum States.
Joint Meetings of the American Mathematical Society and the
Mathematical Association of America Student Poster Session, Baltimore,
January 2003.

[2]

Scott N. Walck.
BlochSphereBased Visualization of Quantum Systems.
Gordon Conference on Physics Research and Education in Quantum
Mechanics Poster Session, Mount Holyoke College, South Hadley, MA, 2002.

[1]

Scott N. Walck.
Topological Decomposition of Composite Quantum State
Spaces.
International Conference on Quantum Information, University of
Rochester, Rochester, NY, 2001.
