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| 1 | Partial least squares analysis显示文摘 | Zelditch M L Swiderski D L Sheets H D | 2004 | Geometric Morphometrics Biolo2004，，： | 1 |
| 2 | Some Methodlogical Problems of Field Studies 显示文摘 | ZELDITCH M Jr | 1962 | American Journal of Economics and Sociology1962，，67： | 1 |
| 3 | Construction of status and referential structures 显示文摘 | Berger J C Ridgeway L Zelditch M | 2002 | Sociological Theory2002，20，2： | 1 |
| 4 | Historial pattern of developmental integration in Piranhas显示文摘 | Fink W L Zelditch M L | 1996 | Am Zool1996，147，： | 1 |
| 5 | Allometry and developmental integration of body growth in a piranha, Pygocentrus nattereri ( Teleostei : Os- tariophysi ) 显示文摘 | Zelditch M L Fink W L | 1995 | Journal of Morphology1995，223，3： | 1 |
| 6 | Phylogenetic analysis of ontogenetic shape transformations: a reassessment of the piranha genus Pygocentrus (Teleostei)显示文摘 | Fink W L Zelditch M L | 1995 | Systematic Biology1995，44，： | 1 |
| 7 | Status characteris-tics and social interaction显示文摘 | Berger J Cohen B P Zelditch M Jr | | 0，，03： | 1 |
| 8 | Critical Points and Supersymmetric Vacua, III: String/M Models显示文摘 | Michael R. Douglas Bernard Shiffman Steve Zelditch | 2006 | Communications in Mathematical Physics2006，，3： | 1 |
| 9 | Critical Points and Supersymmetric Vacua I显示文摘 | Michael R. Douglas Bernard Shiffman Steve Zelditch | 2004 | Communications in Mathematical Physics (-)2004，，1： | 1 |
| 10 | Morphometrics,homology,and phylogenetics:quantified characters as syn-apomorphies显示文摘 | Zelditch M L Fink W L Swiderski D L | | 0，，02： | 1 |
| 11 | Morphometrics, homology, and phylogenetics: quantified characters as synapomorphies显示文摘 | Zelditch M L Fink W L Swiderski D L | 1995 | Systematic Biology1995，44，： | 1 |
| 12 | Distribution of Zeros of Random and Quantum Chaotic Sections of Positive Line Bundles显示文摘 | Bernard Shiffman Steve Zelditch | 1999 | Communications in Mathematical Physics1999，，3： | 1 |
| 13 | Correlations Between Zeros and Supersymmetry显示文摘 | Pavel Bleher Bernard Shiffman Steve Zelditch | 2001 | Communications in Mathematical Physics2001，，1： | 1 |
| 14 | Universality and scaling of correlations between zeros on complex manifolds显示文摘 | Pavel Bleher Bernard Shiffman Steve Zelditch | 2000 | Inventiones mathematicae2000，，2： | 1 |
| 15 | Distribution of Zeros of Random and Quantum Chaotic Sections of Positive Line Bundles显示文摘 | Bernard Shiffman Steve Zelditch | 1999 | Communications in Mathematical Physics1999，，3： | 1 |
| 16 | Ontogenetic allometry of body shape in the Ne0tropical catfish Callichthys ( Teleostei : Siluriformes ) 显示文摘 | Reis R E Zelditch M L Fink W L | 1998 | Copeia1998，，1： | 1 |
| 17 | Ontogenetic allometry of body shape in the neotropical catfish Callichthys (Teleostei : Siluriformes) 显示文摘 | Reis R E Zelditch M L Fink W L | 1998 | Copeia1998，，1： | 1 |
| 18 | Allometry and developmental integration of body growth in a piranha, Pygocentrus nat- tereri (Teleostei : Ostariophysi) 显示文摘 | Zelditch M L Fink W L | 1995 | J Morphol1995，223，3： | 1 |
| 19 | Ontogenetic allometry of body shape in the neotropical catfish Calliehthys (Teleostei : Siluriformes ) 显示文摘 | Reis RE Zelditch ML Fink WL | 1998 | Copeia1998，1，： | 1 |
| 20 | Fourier coefficients of restrictions of eigenfunctions显示文摘Let{e_(j)}be an orthonormal basis of Laplace eigenfunctions of a compact Riemannian manifold(M,g).Let H■M be a submanifold and{ψ_(k)}be an orthonormal basis of Laplace eigenfunctions of H with the induced metric.We obtain joint asymptotics for the Fourier coefficients<γHe_(j),ψ_(k)>L^(2)(H)=∫He_(j),ψ_(k)dV_(H)of restrictionsγHe_(j)of e_(j)to H.In particular,we obtain asymptotics for the sums of the norm-squares of the Fourier coefficients over the joint spectrum{(μ_(k),λ_(j))}^(∞)_(j,k-0)of the(square roots of the)Laplacian△_(M)on M and the Laplacian△_(H)on H in a family of suitably‘thick'regions in R^(2).Thick regions include(1)the truncated coneμ_(k)/λ_(j)∈[a,b]■(0,1)andλ_(j)≤λ,and(2)the slowly thickening strip|μ_(k)-cλ_(j)|≤w(λ)andλ_(j)≤λ,where w(λ)is monotonic and 1■w(λ)≤λ^(1/2).Key tools for obtaining the asymptotics include the composition calculus of Fourier integral operators and a new multidimensional Tauberian theorem. | Emmett L.Wyman Yakun Xi Steve Zelditch | 2023 | Science China Mathematics2023，66，8： | 0 |
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