C. Poor

发表

Kinetic Theories for the Coagulation and Sedimentation of Particles.

Stanley B. Grant, Cris Poor, S. Grant, 2001, Journal of colloid and interface science.

SCHOTTKY'S FORM AND THE HYPERELLIPTIC LOCUS.

C. Poor, 1996 .

Toward the Siegel ring in genus four

M. Oura, D. Yuen, C. Poor, 2008 .

Congruences to Ikeda–Miyawaki lifts and triple L-values of elliptic modular forms ☆

T. Ibukiyama, D. Yuen, C. Poor, 2014 .

On the paramodularity of typical abelian surfaces

J. Voight, D. Yuen, C. Poor, 2018, Algebra & Number Theory.

Binary forms and the hyperelliptic superstring Ansatz

D. Yuen, C. Poor, 2009, 0911.4545.

THETA BLOCK FOURIER EXPANSIONS, BORCHERDS PRODUCTS AND A SEQUENCE OF NEWMAN AND SHANKS

D. Yuen, C. Poor, J. Shurman, 2018, Bulletin of the Australian Mathematical Society.

Paramodular forms of level 16 and supercuspidal representations

D. Yuen, C. Poor, Ralf Schmidt, 2019, Moscow Journal of Combinatorics and Number Theory.

ON THE PARAMODULARITY OF TYPICAL ABELIAN SURFACES (AND REDUCTION OF G-COVARIANT BILINEAR FORMS)

J. Voight, D. Yuen, C. Poor, 2020 .

Siegel Paramodular Forms of Weight 2 and Squarefree Level

D. Yuen, C. Poor, J. Shurman, 2016, 1612.00925.

Paramodular cusp forms

Cris Poor, David S. Yuen, D. Yuen, 2009, Math. Comput..

Scaling theory and solutions for the steady-state coagulation and settling of fractal aggregates in aquatic systems

S. Grant, C. Poor, Scarlet Relle, 1996 .

Particle coagulation and the memory of initial conditions

S. Grant, A. Boehm, C. Poor, 1998 .

Fay’s trisecant formula and cross-ratios

C. Poor, 1992 .

The hyperelliptic locus

C. Poor, 1994 .

Using Katsurada's determination of the Eisenstein series to compute Siegel eigenforms

Oliver D. King, Cris Poor, Jerry Shurman, 2016, Math. Comput..

Relations on the period mapping giving extensions of mixed hodge structures on compact Riemann surfaces

D. Yuen, C. Poor, 1996 .

Antisymmetric Paramodular Forms of Weights 2 and 3

D. Yuen, C. Poor, V. Gritsenko, 2016, International Mathematics Research Notices.

Borcherds Products Everywhere

D. Yuen, C. Poor, V. Gritsenko, 2013, 1312.6332.

Nonlift weight two paramodular eigenform constructions

D. Yuen, C. Poor, J. Shurman, 2018, 1805.04137.

Finding all Borcherds product paramodular cusp forms of a given weight and level

Cris Poor, Jerry Shurman, David S. Yuen, 2018, Math. Comput..

COMPUTATIONS OF SPACES OF PARAMODULAR FORMS OF GENERAL LEVEL

D. Yuen, C. Poor, Jeffery Breeding, 2016 .

Jacobi forms that characterize paramodular forms

T. Ibukiyama, D. Yuen, C. Poor, 2012, 1209.3438.

Linear dependence among Siegel modular forms

D. Yuen, C. Poor, 2000 .

Estimates for dimensions of spaces of siegel modular cusp forms

D. Yuen, C. Poor, 1996 .

THE CUSP STRUCTURE OF THE PARAMODULAR GROUPS FOR DEGREE TWO

D. Yuen, C. Poor, 2013 .

Dimensions of cusp forms for Γ0(p) in degree two and small weights

D. Yuen, C. Poor, 2007 .

THE CHIRAL SUPERSTRING SIEGEL FORM IN DEGREE TWO IS A LIFT

D. Yuen, C. Poor, 2012 .

Binary forms and the hyperelliptic superstring Ansatz

D. Yuen, C. Poor, 2011, Mathematische Annalen.

Paramodular forms of level 8 and weights 10 and 12

D. Yuen, C. Poor, Ralf Schmidt, 2017 .