Publications and Preprints of Lourdes Juan
- Path integration and the structural sensitivity problem in partially specified biological models L. Juan,
J.
Kulik,
K.
Long,
A.
Morozov, and J. Slocum, (2024) SIAM Journal on Applied
Mathematics, 84(3), S316-S335 doi:10.1137/22M1499029
- Differential Projective Modules over
Differential Rings, II, L. Juan & A. Magid, (2022) PDF
Comm.
Algebra,
50(9), 3803-3815 doi:10.1080/00927872.2022.2045493
- Fast Computation of Inverse Transcendental Functions of
Polynomial Chaos Expansion Through Iterated Means,
K. R.
Long,
K. Mackale & L. Juan (submitted) PDF
- Revisiting the
Impact of Spatial Heterogeneity in the Stabilisation of Tri-Trophic
Plankton Ecosystems, S. K. Sandhu, A. Morozov & L. Juan (2020)
J. Theoret. Biol. Volume 499, 21
August 2020, 110311 doi:10.1016/j.jtbi.2020.110311
- Differential Projective Modules over
Differential Rings, L. Juan & A. Magid (2019)
Comm.
Algebra,
47(10), 4336--4346. doi:10.1080/00927872.2019.1588975,
PDF
- Genotypic selection in spatially heterogeneous
producer-grazer systems subject to stoichiometric constraints.
C.
Dissanayake, L. Juan,
K. R.
Long, A. Peace, M. M. Rana (2019)
Bull. Math. Biol. 81, 4726--4742.
doi: 10.1007/s11538-018-00559-9
- Mechanistically derived spatially heterogeneous
producer-grazer model subject to stoichiometric constraints.
M. M. Rana,
Chandani
Dissanayake, L. Juan,
K. R.
Long, A. Peace (2018)
Math. Biosci. Eng. 16(1): 222-233 doi: 10.3934/mbe.2019012
- Surjectivities,
Octonions and Differential Galois Theory, L. Juan & A. Ledet (2017)
Comm.
Algebra 45(11): 2989--3004
doi:10.1080/00927872.2017.1281932
- Generic
Picard-Vessiot extensions for non-connected groups, L. Juan & A. Ledet (2016)
Comm. Algebra 44(7): 2989--3004.
PDF
- Differential
`Galois' extensions with new constants, L. Juan & A. Magid (2010), C. R. Acad. Sci. Paris, Ser. I,
348(9-10): 487--490, PDF
- Picard-Vessiot extensions with specified Galois group, T. Chinburg, L. Juan & A. Magid (2009) Pacific J. Math. 243(2): 233-242, PDF
- Differential central
simple algebras and Picard-Vessiot representations,L. Juan & A. Magid (2008)
Proc. Amer.
Math. Soc.
136(6): 1911-1918.
--If you care for more details, you may take a look at this earlier version
- On generic
differential SOn-extensions, L. Juan & A. Ledet (2008) Proc. Amer. Math.
Soc. 136(4): 1145--1153,
PDF
- On Picard-Vessiot
extensions with group PGL3, L. Juan & A. Ledet (2007)
J. Algebra
318(2): 786--793,
PDF
- Equivariant vector fields on non-trivial SOn-torsors and
differential Galois theroy, L. Juan & A. Ledet (2007)
J. Algebra
316(2): 735--745, PDF
- Generic Picard-Vessiot extensions for connected-by-finite groups,
L. Juan (2007)
J. Algebra
312(1): 194--206,
PDF
- Generic rings for
Picard-Vessiot extensions and generic differential equations, L. Juan & A. Magid
(2007)
J. Pure
Appl. Algebra 209(3): 793--800, PDF
- Pure Picard-Vessiot extensions with
generic properties, L. Juan (2004)
Proc. Amer. Math. Soc.
132(9):
2549--2556, PDF
- Principal differential
ideals and a generic inverse differential Galois problem for
GLn, L. Juan (2002) Comm.
Algebra 30(12): 6071--6103, PDF
- Some results about
symmetric semigroups,
L. Juan (1993)
Comm.
Algebra
21:
3637-3645, PDF
|