[1] The Unified Discrete Surface Ricci flow

[2] Geometric measures in the dual Brunn–Minkowski theory and their associated Minkowski problems

[3] The Lp Loomis-Whitney inequality

[4] A geometric view of optimal transportation and generative model

[5] Optimal Sobolev norms and the Lp Minkowski problem

[6] Dual Orlicz-Brunn-Minkowski theory

[7] The Lp Minkowski problem for polytopes for p < 0

[8] The Brunn-Minkowski-Firey theory. I. Mixed volumes and the Minkowski problem

[9] Orlicz–John ellipsoids

[10] The dual Loomis-Whitney inequality

[11] Inertial Proximal ADMM for Linearly Constrained Separable Convex Optimization

[12] Affine Orlicz Pólya–Szegö Principles and Their Equality Cases

[13] The Lp Minkowski problem for the electrostatic P-capacity for P>n

[14] Dar's conjecture and the log-Brunn-Minkowski inequality

[15] General Affine Invariances Related to Mahler Volume

[16] Orlicz affine isoperimetric inequalities for star bodies

[17] The logarithmic Minkowski problem for polytopes

[18] On some affine isoperimetric inequalities

[19] The Orlicz Brunn-Minkowski inequality

[20] Lp mixed geominimal surfacearea

[21] On The Discrete Orlicz Minkowski Problem

[22] The logarithmic Minkowski problem

[23] Sharp affine L_p Sobolev inequalities

[24] On the discrete logarithmic Minkowski problem

[25] The minimal Orlicz surface area

[26] Isoperimetric inequalities for Lp geominimal surface area

[27] A Discrete Uniformization Theorem for Polyhedral Surfaces I

[28] Orlicz–Legendre ellipsoids

[29] Some combinatorial properties of flag simplicial pseudomanifolds and spheres

[30] L_p affine isoperimetric inequalities

[31] Orlicz mixed quermassintegrals

[32] Lp-Blaschke valuations

[33] Sphere packing bounds via spherical codes

[34] On the Loomis-Whitney inequality for isotropic measures

[35] The affine Sobolev inequality

[36] The Lp Minkowski problem for polytopes

[37] Volume inequalities of convex bodies from cosine transforms on Grassmann manifolds

[38] A Discrete Uniformization Theorem for Polyhedral Surfaces II

[39] Mixed brightness-integrals of convex bodies

[40] Affine inequalities for Lp mean zonoids

[41] The log-Brunn-Minkowski inequality

[42] Affine images of isotropic measures

[43] Entanglement Thresholds for Random Induced States

[44] Convex Bodies with Identical John and LYZ Ellipsoids

[45] Blaschke-Santaló inequalities

[46] The mixed Lp geominimal surface areas for multiple convex bodies

[47] Extremum problems for the cone volume functional of convex polytopes

[48] $L_p$ geominimal surface areas and their inequalities

[49] The p-capacitary Orlicz–Hadamard variational formula and Orlicz–Minkowski problems

[50] The Busemann theorem for complex p-convex bodies

[51] Enumeration of points, lines, planes, etc.

[52] the lp aleksandrov problem for origin-symmetric polytopes

[53] Gaussian inequalities for Wulff shapes

[54] On Bonnesen-type inequalities for a surface of constant curvature

[55] The orlicz centroid inequality for star bodies

[56] A unified treatment for Lp Brunn-Minkowski type inequalities

[57] Laplace transforms and valuations

[58] SL(n) covariant vector valuations on polytopes

[59] On the Lp dual Minkowski problem

[60] On the Orlicz Minkowski problem for polytopes

[61] Volume inequalities for complex isotropic measures

[62] On the monotone properties of general affine surface areas under the Steiner symmetrization

[63] Smooth solutions to the Lp dual Minkowski problem

[64] The dual Minkowski problem for negative indices

[65] Optimal Sobolev norms in the affine class

[66] A discrete uniformization theorem for polyhedral surfaces

[67] Extremal functions for real convex bodies

[68] An asymmetric Orlicz centroid inequality for probability measures

[69] On the reverse dual Loomis-Whitney inequality

[70] On L_p affine surface area and curvature measures

[71] Orlicz valuations

[72] General volumes in the Orlicz-Brunn-Minkowski theory and a related Minkowski Problem I

[73] Sections and Projections of L_p-Zonoids and Their Polars

[74] Existence of solutions to the even dual minkowski problem

[75] Convex bodies with minimal volume product in R^2-a new proof

[76] The dual Orlicz-Minkowski problem

[77] Volume inequalities for subspaces of L_p

[78] Blaschke-Santalo inequalities

[79] New affine inequalities and projectionmean ellipsoids

[80] Lp minkowski valuations on polytopes

[81] New sine ellipsoids and related volume inequalities

[82] Sharp geometric inequalities for the general $p$-affine capacity

[83] The Orlicz-Petty bodies

[84] A note on deconvolution with completely monotone sequences and discrete fractional calculus

[85] Bounds for inclusion measures of convex bodies

[86] The Lp capacitary Minkowski problem for polytopes

[87] A volume inequality for polar bodies

[88] Affine function-valued valuations

[89] Volume inequalities for sections and projections ofWulff shapes and their polars

[90] Circular cone convexity and some inequalities associated with circular cones

[91] A Harnack inequality for homogeneous graphs and subgraphs

[92] The Dual Orlicz-Brunn-Minkowski theory

[93] The centro-affine Minkowski problem for polytopes

[94] Sharp affine isoperimetric inequalities for the volume decomposition functionals of polytopes

[95] A New Affine Invariant Geometric Functional for Polytopes and Its Associated Affine Isoperimetric Inequalities

[96] Nodal geometry of graphs on surfaces

[97] On the global rigidity of sphere packings on 3-dimensional manifolds

[98] Rigidity of inversive distance circle packings revisited

[99] Upper bounds for eigenvalues of the discrete and continuous Laplace operators

[100] Combinatorial Calabi flow with surgery on surfaces

[101] Sharp affine isoperimetric inequalities for the Minkowski first mixed volume

[102] Eigenvalue inequalities for graphs and convex subgraphs

[103] A New Approach to the Minkowski First Mixed Volume and the LYZ Conjecture

[104] Graph homotopy and Graham homotopy

[105] On the regularity of the solution of the <i>n</i>dimensional Minkowski problem