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Physics & Astronomy Howard University

Publications: Tristan Hübsch

My Books: Calabi-Yau Manifolds --- A Bestiary for Physicists The Bestiary
FFEC
(World Scientific, Singapore, 1992; hardcover) [ WSci ] [ A ] [ B ]
+ 2nd, corrected and expanded edition, 1994, paperback: [ WSci ] [ A ] [ errata ]
for reviews, see: Physics Today, 6/93, p.93-94 (by E. Witten),
and Zentralblatt für Mathematik 773 (1993)#53002 (by J.D. Zund).
Cover photograph by Donna D'Fini.
An unsolicited opinion : “If you have ever wanted an explicit answer to the question, ‘What, exactly, is a Calabi-Yau manifold?’, this is the book you are looking for. Clear, far-ranging and full of brilliant insight, it is also a stylisitic masterpiece, which is rare among math and physics books.” (rick1138, 11-04-2003, 11:39 PM; from www.physicsforums.com's archive).
Also, see the Amazon.com review.
Fundamentalna fizika elementarnih čestica [ ispravke ]
(Fundamental Physics of Elementary Particles, in Serbian)
ACPFT
(Prirodno-mathematički fakultet, Departman za fiziku, Novi Sad, 2011)
  Advanced Concepts in Particle and Field Theory
 
(Cambridge University Press, July 31, 2015, harcover) [ CUP ] [ A ] [ B ] [ errata ] [ FAQ ]
Adapted from the Publisher’s web-site: Uniting particle physics and quantum field theory with gravity and general relativity, this textbook of fundamental and theoretical physics describes the quest to consolidate the basic building blocks of nature. Designed for advanced undergraduates and graduate students it provides a conceptually unified and logically consistent understanding of all matter at the fundamental level through worked examples, detailed derivations, as well as historical, philosophical and methodological commentary.
SELECTED PRESENTATIONS:
QUEM-NAFEO Workshop: Learning to Research
Building Blocks of Supersymmetry
From Strings and Things to Everything Else, and Beyond
A Realistic Superstring-Inspired Brane-World Cosmology
Extra! Extra! Extra Dimensions! Room Enough for Many Worlds! also: @YouTube
Novel Calabi-Yau n-Fold Features and Constructions
[interactive] [static]

AORCIDRTICLES (* = refereed; in the [E.nn] list, co-authors are always listed alphabetically):

Elementary Particle (i.e., Fundamental) Physics
[E.01] “Minimization of Higgs Potentials with Application to the SU(5) model”
T. Hübsch, S. Meljanac and S. Pallua: in Trieste 1983 Proceedings of Group Theoretical Methods in Physics, p.186.
*[E.02] “Symmetry Breaking Mechanism in an Alternative SU(5) model”
T. Hübsch and S. Pallua: Phys. Lett. 138B (1984) 279.
*[E.03] “Symmetry Breaking of SU(n) Gauge Theories to Maximal Regular Subgroups”
T. Hübsch, S. Meljanac and S. Pallua: Phys. Rev. D31 (1985) 352.
*[E.04] “A Non-minimal SU(5) Model”
T. Hübsch, S. Meljanac and S. Pallua: Phys. Rev. D31 (1985) 2958.
*[E.05] “Invariants of Self-adjoint Rank-four SU(n) Tensors”
T. Hübsch, S. Meljanac and S. Pallua: Phys. Rev. D32 (1985) 1021.
*[E.06] “The Missing Multiplet Mechanism and 75 Breaking of Supersymmetric SU(5)”
T. Hübsch, S. Meljanac, S. Pallua and G. G. Ross: Phys. Lett. 161B (1985) 122.
*[E.07] “Do Superstrings Lead to Quarks or Preons?”
T. Hübsch, H. Nishino and J. C. Pati: Phys. Lett. 163B (1985) 111.
*[E.08] “Grand Unification of Three Light Generations”
D. Chang, T. Hübsch and R. N. Mohapatra: Phys. Rev. Lett. 55 (1985) 673.
*[E.09] “Symmetry Breaking Patterns in QCD with 27 Scalars”
T. Hübsch and S. Meljanac: Phys. Rev. D33 (1986) 1429; erratum: Phys. Rev. D34 (1986) 3536
*[E.10] “Economical Unification of Three Generations in SO(18)”
T. Hübsch and P. B. Pal: Phys. Rev. D34 (1986) 1606.
*[E.11] “Calabi-Yau Manifolds - Motivations and Constructions”
T. Hübsch: Comm. Math. Phys. 108 (1987) 291–318.
 [E.12] “Preons from Superstrings”
T. Hübsch: in Cosmology and High Energy, p.193, ed. E. Esteban (Univ. of Puerto Rico, Humacao, 1986).
*[E.13] “Calabi-Yau Manifolds as Complete Intersections in Products of Projective Spaces”
P. Green and T. Hübsch: Comm. Math. Phys. 109 (1987) 99-108.
 [E.14] “Constructions of Calabi-Yau Manifolds”
T. Hübsch: in Superstrings, Anomalies and Unification, p.495, eds. M. Martinis and I. Andric (World Scientific, Singapore, 1987).
 [E.15] “Unique Heterotic Preons?”
T. Hübsch and J. C. Pati: University of Maryland Report PP86-199 (1986), unpublished.
 [E.16] “Manifold Compactification of Superstrings”
T. Hübsch: in Superstrings, Unified Theories and Cosmology, p.274, eds. G. Furlan et al. (World Scientific, Singapore, 1987).
*[E.17] “Polynomial Deformations and Cohomology of Calabi-Yau Manifolds”
P. Green and T. Hübsch: Comm. Math. Phys. 113 (1987) 505-528.
*[E.18] “Calabi-Yau Hypersurfaces in Products of Semi-Ample Surfaces”
P. Green and T. Hübsch: Comm. Math. Phys. 115 (1988) 231-246.
 [E.19] “Superstring Phenomenology and Cohomology on Calabi-Yau Manifolds”
T. Hübsch: in Superstrings, Unified Theories and Cosmology 1987, p.164, eds. G. Furlan et al. (World Scientific, Singapore, 1988).
*[E.20] “Flux-Lines Through Calabi-Yau Manifolds and Related Couplings”
T. Hübsch: J. Phys. A21 (1988) 3051-3061.
*[E.21] “All the Hodge Numbers for All Calabi-Yau Complete Intersections”
P. Green, T. Hübsch and C. A. Lütken: Class. Q. Grav. 6 (1989) 105-124.
*[E.22] “Connecting Moduli Spaces of Calabi-Yau Threefolds”
P. Green and T. Hübsch: Comm. Math. Phys. 119 (1988) 431-441.
*[E.23] “Possible Phase Transitions Among Calabi-Yau Compactifications”
P. Green and T. Hübsch: Phys. Rev. Lett. 61 (1988) 1163-1166.
*[E.24] “(1,1)3 Couplings in Calabi-Yau Threefolds”
P. Green and T. Hübsch: Class. Q. Grav. 6 (1989) 311-327.
*[E.25] “Finite Distances Between Distinct Calabi-Yau Manifolds”
P. Candelas, P. Green and T. Hübsch: Phys. Rev. Lett. 62 (1989) 1956-1959.
 [E.26] “Connected Calabi-Yau Compactifications”
P. Candelas, P. Green and T. Hübsch: in Strings ’88, p.155 eds.  S. J. Gates, Jr., C. R. Preitschopf and W. Siegel (World Scientific, Singapore, 1989).
 [E.27] “Natural Origin of Inflation within a Class of Supersymmetric Preon Models”
M. Cvetic, T. Hübsch, J. C. Pati and H. Stremmnitzer: in Proc. of XXIV International Conference on High Energy Physics München, Aug. 4-10, 1988 , p.1538 eds. R. Kotthaus and J. H. Kühn (Springer Verlag, Berlin, 1989).
*[E.28] “Natural Origin of Inflation within a Class of Supersymmetric Preon Models”
M. Cvetic, T. Hübsch, J. C. Pati and H. Stremmnitzer: Phys. Rev. D40 (1989) 1311.
*[E.29] “Unidexterous Locally Supersymmetric Actions for Calabi-Yau Compactifications”
S. J. Gates, Jr. and T. Hübsch: Phys. Lett. 226B (1989) 100-106.
*[E.30] “Rolling Among Calabi-Yau Vacua”
P. Candelas, P. S. Green and T. Hübsch: Nucl. Phys. B330 (1990) 49-102.
 [E.31] “Rolling Among Calabi-Yau Vacua”
P. Candelas, P. S. Green and T. Hübsch: in Proceedings of the Third Regional School on Mathematical Physics, Islamabad, Pakistan, eds. A. Qadir and F. Hussain (World Scientific, Singapore, 1990).
*[E.32] “Relation Between the Weil-Petersson and Zamolodchikov Metrics”
P. Candelas, T. Hübsch and R. Schimmrigk: Nucl. Phys. B329 (1990) 583-590.
*[E.33] “Endomorphism Valued Cohomology and Gauge Singlet Matter from Superstrings”
M. G. Eastwood and T. Hübsch: Comm. Math. Phys. 132 (1990) 383-413.
 [E.34] “All the String’s Vacua”
T. Hübsch: in Proceedings of the XIII International School of Theoretical Physics, Szczyrk, Poland (Sep. 19-26, 1989).
*[E.35] “Calabi-Yau Heterotic Strings and Unidexterous Sigma-Models”
S. J. Gates, Jr. and T. Hübsch: Nucl. Phys. B343 (1990) 741-774.
*[E.36] “Gauge-Neutral Matter in a Three-Generation Superstring Compactification”
P. Berglund, T. Hübsch and L. Parkes: Mod. Phys. Lett. A5 (1990) 1485.
*[E.37] Chameleonic Sigma-Models
T. Hübsch: Phys. Lett. 247B (1990) 317-322.
*[E.38] “The Complete Massless Matter Spectrum of a Three-Generation Compactification”
P. Berglund, T. Hübsch and L. Parkes: Comm. Math. Phys. 148(1992)57-100.
*[E.39] How Singular a Space can Superstrings Thread ?
T. Hübsch: Mod. Phys. Lett. A6 (1991) 207-216.
*[E.40] Elusive Conifold Compactifications
T. Hübsch: Class. Q. Grav. 8 (1991) L31-L35.
*[E.41] “Twisted Three-Generation Compactification”
P. Berglund and T. Hübsch: Phys. Lett. B260 (1991) 32-38.
*[E.42] Of Marginal Kinetic Terms and Anomalies
T. Hübsch: Mod. Phys. Lett. A6 (1991) 1553-1559.
*[E.43] “Classical vs. Landau-Ginzburg Geometry of Compactification”
P. Berglund, T. Hübsch and B. Greene: Mod. Phys. Lett. A7 (1992) 1885; hep-th/9202051.
 [E.44] “An SL(2,C) Action on Certain Jacobian Rings and the Mirror Map”
T. Hübsch and S.-T. Yau: in Essays in Mirror Symmetry S.-T. Yau, ed. (Hong-Kong, 1992).
*[E.45] “An SL(2,C)Action on Chiral Rings and the Mirror Map”
T. Hübsch and S.-T. Yau: Mod. Phys. Lett. A7 (1992) 3277-3289.
 [E.46] “On the Geometry of Certain Superconformal Field Theory Paradigms”
T. Hübsch and S.-T. Yau: in Algebraic Geometry and Related Topics, p.121-151, J.-H. Yang et al., eds. (International Press, Hong Kong, 1992).
*[E.47] “A Generalized Construction of Mirror Manifolds”
P. Berglund and T. Hübsch: Nucl. Phys. B393 (1993) 377-391; hep-th/9201014.
*[E.48] “Spacetime Variable String Vacua”
P. S. Green and T. Hübsch: Int. J. Mod. Phys. A9 (1994) 3203-3228; hep-th/9306057.
*[E.49] “Couplings for Compactification”
P. Berglund and T. Hübsch: Nucl. Phys. B411 (1994) 223-254; hep-th/9303158.
*[E.50] “Periods for Calabi-Yau and Landau-Ginzburg Vacua”
P. Berglund, P. Candelas, X. de la Ossa, A. Font, T. Hübsch, D. Jancic and F. Quevedo: Nucl. Phys. B419 (1994) 352-403; hep-th/9308005.
*[E.51] “On Periods for String Compactifications”
P. Berglund, E. Derrick, T. Hübsch and D. Jancic: Nucl. Phys. B420 (1994) 268-288; hep-th/9311143.
*[E.52] “On A Residue Representation of Deformation, Chiral and Koszul Rings”
P. Berglund and T. Hübsch: Int. J. Mod. Phys. A10 (1995) 3381-3430; hep-th/9411131.
*[E.53] “On the Instanton Contributions to Couplings Involving E6 Singlets”
P. Berglund, P. Candelas, X. de la Ossa, E. Derrick, T. Hübsch and J. Distler: Nucl. Phys. B454 (1995) 127-163; hep-th/9505164.
 [E.54] A Hitchhiker’s Guide to Superstring Jump Gates and Other Worlds
T. Hübsch: in Proc. SUSY 96 Conference, R. Mohapatra and A. Rasin (eds.),
Nucl. Phys. (Proc. Supl.) 52A (1997) 347-351, (North-Holland, Amsterdam, 1997).
*[E.55] “On A Stringy Singular Cohomology”
T. Hübsch: Mod. Phys. Lett. A12 (1997) 521-533; hep-th/9612075.
*[E.56] “A Fermionic Hodge Star Operator”
A. Davis and T. Hübsch: Mod. Phys. Lett. A14 (1999) 965-976; hep-th/9809157.
*[E.57] “Haploid (2,2)-Superfields in 2-Dimensional Spacetime”
T. Hübsch: Nucl. Phys. B555 (1999) 567-628, hep-th/9901038.
*[E.58] “CNM Models, Holomorphic Functions and Projective Superspace C-Maps”
S.J. Gates, Jr., T. Hübsch and S.M. Kuzenko: Nucl. Phys. B557 (1999) 443-458, hep-th/9902211.
*[E.59] “Some Algebraic Symmetries of (2,2)-Supersymmetric Systems”
T. Hübsch: Mod. Phys. Lett. A16 (2001) 663-671, hep-th/9903114.
*[E.60] “Linear and Chiral Superfields are Usefully Inequivalent”
T. Hübsch: Class. Q. Grav. 16 (1999) L51-54, hep-th/9903175.
*[E.61] “Gauging Yang-Mills Symmetries in 1+1-Dimensional Spacetime”
Raja Q. Almukahhal and T. Hübsch: Int. J. Mod. Phys. A16 (2001) 4713-4768, hep-th/9910007.
*[E.62] “Yang-Mills and Supersymmetry Covariance Must Coexist”
T. Hübsch: Nucl. Phys. B580 (2000) 548-564, hep-th/0002112.
*[E.63] “Exponential Hierarchy From Spacetime Variable String Vacua”
P. Berglund, T. Hübsch and D. Minic: J. High Energy Phys. 09 (2000) 015, hep-th/0005162.
*[E.64] “Probing Naked Singularities in Non-supersymmetric String Vacua”
P. Berglund, T. Hübsch and D. Minic: J. High Energy Phys. 02 (2001) 010, hep-th/0012042.
*[E.65] “On Relativistic Brane Probes in Singular Spacetimes”
P. Berglund, T. Hübsch and D. Minic: J. High Energy Phys. 01 (2001) 041, hep-th/0012180.
*[E.66] “Localized Gravity and Large Hierarchy from String Theory ?”
P. Berglund, T. Hübsch and D. Minic: Phys. Lett. B512 (2001) 155-160, hep-th/0104057.
*[E.67] “de Sitter Spacetimes from Warped Compactifications of IIB String Theory”
P. Berglund, T. Hübsch and D. Minic: Phys. Lett. B534 (2002) 147-154, hep-th/0112079.
*[E.68] “Relating the Cosmological Constant and Supersymmetry Breaking in Warped Compactifications of IIB String Theory”
P. Berglund, T. Hübsch and D. Minic: Phys. Rev. (2003) 041901, hep-th/0201187.
*[E.69] “On the Geometry and Homology of Certain Simple Stratified Varieties”
T. Hübsch and A. Rahman: J. of Geom. & Phys.53/1 (2004) 31-48, math.AG/0210394.
 [E.70] Stringy de Sitter Brane-Worlds
T. Hübsch: in Particle Physics and the Universe, p.265, J. Trampetic and J. Wess, eds. (Springer-Verlag, Berlin, 2005).
*[E.71] “On Graph-Theoretic Identifications of Adinkras, Supersymmetry Representations and Superfields”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: Int. J. Mod. Phys. A22 (2007) 869-930, math-ph/0512016.
*[E.72] “Off-shell supersymmetry and filtered Clifford supermodules”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: math-ph/0603012.
*[E.73] “Adinkras and the Dynamics of Superspace Prepotentials”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: Adv. S. Th. Phys. 2 (3) (2008) 113-164, hep-th/0605269.
*[E.74] “A Counter-Example to a Putative Classification of 1-Dimensional, N-extended Supermultiplets”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: Adv. S. Th. Phys. 2 (3) (2008) 99-111, hep-th/0611060.
*[E.75] “On the Matter of N = 2 Matter”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: Phys. Lett. B659 (2008) 441-446, arXiv:0710.5245.
 [E.76] “Relating Doubly-Even Error-Correcting Codes, Graphs, and Irreducible Representations of N-Supersymmetry”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: in Discrete and Computational Mathematics, p.53–71, eds. F. Liu et al., (Nova Science Pub., Inc., Hauppage, 2008), arXiv:0806.0051.
*[E.77] “Super-Zeeman Embedding Models on N-Supersymmetric World-Lines”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: J. Phys. A42 (2009) 065402 (12pp)arXiv:0803.3434.
 [E.78] “Topology Types of Adinkras and the Corresponding Representations of N-Extended Supersymmetry”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga, G.D. Landweber and R.L. Miller: arXiv:0806.0050.
*[E.79] “Frames for supersymmetry”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: Int. J. Mod. Phys. A24 (2009) 2665–2676, arXiv:0809.5279.
*[E.80] Z7 Orbifold Models in M-Theory”
M.K. Ahsan and T. Hübsch: J. Phys. A (Math. Theor.) 42 (2009) 355209arXiv:0810.4543.
 [E.81] “Adinkras for Clifford Algebras, and Worldline Supermultiplets”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga, G.D. Landweber and R.L. Miller: arXiv:0811.3410.
*[E.82] “Superspace: a Comfortably Vast Algebraic Variety”
T. Hübsch: in Geometry and Analysis (Vol. II), p.39–69, ed. L. Ji, (International Press & Higher Education Press, 2010),  arXiv:0901.2136.
*[E.83] “A Superfield for Every Dash-Chromotopology”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga and G.D. Landweber: Int. J. Mod. Phys. A24 (2009) 5681-5695, arXiv:0901.4970.
*[E.84] “Effective Symmetries of the Minimal Supermultiplet of N = 8 Extended Worldline Supersymmetry”
M.G. Faux, S.J. Gates, Jr. and T. Hübsch: J. Phys. A42 (2009) 415206arXiv:0904.4719.
*[E.85] “Worldsheet Matter Superfields on Half-Shell”
T. Hübsch and I.E. Petrov: J. Phys. A43 (2010) 295206arXiv:0912.1038.
*[E.86] “Unidexterously Constrained Worldsheet Superfields”
T. Hübsch: J. Phys. A43 (2010) 295402arXiv:1002.0515.
*[E.87] ZN-Invariant Subgroups of Semi-Simple Lie Groups”
M.K. Ahsan and T. Hübsch: J. Stat. Math. Sci. 2 (2016) 116, arXiv:1003.5823.
*[E.88] “On Dimensional Extension of Supersymmetry: From Worldlines to Worldsheets”
S.J. Gates Jr. and T. Hübsch: Adv. in Th. Math. Phys. 16 (2012) 1619-1667arXiv:1104.0722.
*[E.89] “Weaving Worldsheet Supermultiplets from the Worldlines Within”
T. Hübsch: Adv. in Th. Math. Phys. 17 (2013) 1–72, arXiv:1104.3135.
*[E.90] “Codes and Supersymmetry in One Dimension”
C.F. Doran, M.G. Faux, S.J. Gates, Jr., T. Hübsch, K.M. Iga, G.D. Landweber and R.L. Miller: Adv. in Th. Math. Phys. 15 (2011) 1909-1970, arXiv:1108.4124.
*[E.91] “On the Construction and the Structure of Off-Shell Supermultiplet Quotients”
T. Hübsch and G.A. Katona: Int. J. Mod. Phys. A27 (2012) 1250173 (24p)arXiv:1202.4342.
*[E.92] “The Real Anatomy of Complex Linear Superfields”
S.J. Gates, Jr., J. Hallet, T. Hübsch and K. Stiffler: Int. J. Mod. Phys. A27 (2012) 1250143 (22p)arXiv:1202.4418.
*[E.93] “On Supermultiplet Twisting and Spin-Statistics”
T. Hübsch: Mod. Phys. Lett. A28 (2013) 1350147 (23p)arXiv:1203.4189.
 [E.94] “Spectrum-Generating Superalgebra for Linear Harmonic Oscillators”
T. Hübsch: arXiv:1203.5103.
*[E.95] “Adinkras and SUSY Holography: Some Explicit Examples”
S.J. Gates, Jr., T. Hübsch and K. Stiffler: Int. J. Mod. Phys. A29 no. 7, (2014) 1450041 (14p)arXiv:1208.5999.
*[E.96] “Adinkra (In)Equivalence From Coxeter Group Representations: A Case Study”
I. Chappell II, S.J. Gates, Jr. and T. Hübsch: Int. J. Mod. Phys. A29 no. 6, (2014) 1450029 (24p), arXiv:1210.0478.
*[E.97] “Golden Ratio Controlled Chaos in Supersymmetric Dynamics”
T. Hübsch and G.A. Katona: Int. J. Mod. Phys. A28 (2013) 1350156 (27p)arXiv:1308.0654.
*[E.98] “A Q-Continuum of Off-Shell Supermultiplets”
T. Hübsch and G.A. Katona: Advances in High Energy Physics 2016 (2016) 7350892 (11p), arXiv:1310.3256.
*[E.99] “On General Off-Shell Representations of Worldline (1D) Supersymmetry”
C.F. Doran, T. Hübsch, K.M. Iga and G.D. Landweber: Symmetry 6 no. 1, (2014) 67–88arXiv:1310.3258.
*[E.100] “On Clifford-Algebraic Dimensional Extension and SUSY Holography”
S.J. Gates, Jr., T. Hübsch and K. Stiffler: Int. J. Mod. Phys. A30 no. 9 (2015) 1550042 (56p)arXiv:1409.4445.
*[E.101] “Calabi-Yau n-Folds in Projective Superspace”
T. Hübsch: Nucl. Phys. B898 (2015) 675–680.
 [E.102] “On Calabi-Yau generalized complete intersections from Hirzebruch varieties and novel K3-fibrations”
P. Berglund and T. Hübsch: arXiv:1606.07420.
 [E.103] “N=4 and N=8 SUSY Quantum Mechanics and Klein's Vierergruppe”
S. J. Gates, T. Hübsch, K. Iga, S. Mendez-Diez: arXiv:1608.07864.
 [E.104] “A Generalized Construction of Calabi-Yau Models and Mirror Symmetry”
P. Berglund and T. Hübsch: arXiv:1611.10300.
 
Learning/Education
*[L.01] “Modifying the Inclined-Plane Experiment”
D.D. Venable, A.P. Batra and T. Hübsch: Phys. Teacher 39 (2001) 215.
 [L.02] “Prostor-vreme-materija, u svitanje treceg milenijuma” (Space-Time-Matter, at the Dawn of the Third Millennium)
T. Hübsch: Astronomija 3 (November 2003) 15.
 [L.03] “On the Mirage of the Classical Electron of Uhlenbeck and Goudsmit”
A.P. Batra and T. Hübsch: arXiv:1203.1510.
 
Nuclear Physics
*[N.01] “Three Dynamical Boson-Fermion Symmetries for Odd-Odd Nuclei”
T. Hübsch and V. Paar: Z. Phys. A319 (1984) 111.
 [N.02] “Boson-Fermion Dynamical Symmetry And Supersymmetry For Hypernuclei”
T. Hübsch and V. Paar: in Poiana Brasov 1984 Proceedings, Atomic and Nuclear Heavy Ion Interactions, Vol. 2, p.49-59.
*[N.03] “Extension of Boson-Fermion Dynamical Symmetry to Hypernuclei”
T. Hübsch and V. Paar: Phys. Lett. 151B (1985) 1.
*[N.04] “Spin(6) Boson-Fermion Dynamical Symmetry for Odd-Odd Nuclei”
T. Hübsch and V. Paar and D. Vretenar: Phys. Lett. 151B (1985) 320.
*[N.05] “SpinBFpn(6) Boson-Fermion Dynamical Symmetry for Hypernuclei”
T. Hübsch and V. Paar: Z. Phys. A320 (1985) 351.
*[N.06] “Approach to Hypernuclear Structure Based on Boson-Fermion Dynamical Symmetry and Supersymmetry”
T. Hübsch and V. Paar: Fizika 17 (1985) 211.
*[N.07] “Theory of Unified Nuclei?”
T. Hübsch: in Nuclear Structure, Reactions and Symmetries, p.253, eds. R. A. Meyer and V. Paar (World Scientific, Singapore, 1986).
 [N.08] “Boson-Fermion Symmetries and Dynamical Supersymmetries for Odd-Odd Nuclei”
A. B. Balantekin, V. Paar and T. Hübsch: in Nuclei Off the Line of Stability, p.14 eds. R. A. Meyer and D. S. Brenner (American Chemical Soc., Washington DC, 1986).
*[N.09] “SpinBFpn(5) Boson-Fermion Dynamical Symmetry and Supersymmetry for Odd-Odd Nuclei Associated with UB(5) Boson Limit and Exemplified for 62Cu”
T. Hübsch and V. Paar: Z. Phys. A327 (1987) 287.
*[N.10] “Decomposition of Boson-Fermion Group Chain Associated with Symmetry/Super symmetry in the jp=3/2, jn=3/2, SUB(6) > SUB(5)”
T. Hübsch and V. Paar: Fizika 19 (1987) 203. 
 [N.11] “Algebraic and Supersymmetric Treatment of Odd-Odd Nuclei”
V. Paar, S. Brant, D. Vretenar, D.K. Sunko, A.B. Balantekin and T. Hübsch: in Symmetries and Semiclassical Features of Nuclear Dynamics, p.179, ed. A. A. Raduta (Springer Verlag, Berlin, 1987).
 
Quantum Theory
*[Q.01] “Quantum Mechanics is Either Non-Linear or Non-Introspective”
T. Hübsch: Mod. Phys. Lett. A13 (1998) 2503-2512; quant-ph:9712047.
 [Q.02] “From Quantum To Classical Dynamics: A Landau Continuous Phase Transition With Spontaneous Superposition Breaking”
T. Hübsch, Vladan Pankovic, Milan Predojevic and Miodrag Krmar, quant-ph/0409010.
 [Q.03] “A Classical Switched LC/LR Circuit Modeling the Quantum Zeno and Anti-Zeno Effects”
T. Hübsch and Vladan Pankovic, arXiv.org:0907.4361.
 

For those who know what this means, my Erdös number is 3, via my collaboration with Shing-Tung Yau [E.44, 45, 46], and my Witten number is 2, via my collaboration with Philip Candelas [E.25, 26, 30, 31, 32, 50, 53]. If you are interested to know how much other researchers care to cite the research I have published, see inSPIRE's publication footprint. See also my ORCID record; you may also try my Google Scholar profile, but note that it includes some stray entries I have not yet removed, and some strange entries—such as where the (automatically generated) listing title is in no obvious way related to the actual publication.



©  2017, Tristan Hübsch