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papers    音标拼音: [p'epɚz]
n. 文件

文件

papers
n 1: writing that provides information (especially information
of an official nature) [synonym: {document}, {written
document}, {papers}]

papers \pa"pers\ n. pl.
Documents providing information, esp. of an official nature
about a person, vehicle, business, etc. See {paper}[9], n.

Syn: document, written document.
[WordNet 1.5]

47 Moby Thesaurus words for "papers":
Americanization, acculturation, admission, adoption, affiliation,
ana, archives, assimilation, biographical material,
biographical records, blank, chirograph,
citizenship by naturalization, citizenship papers, culture shock,
docket, document, dossier, file, form, government archives,
government papers, historical documents, historical records,
holograph, instrument, legal document, legal instrument,
legal paper, life records, memorabilia, nationalization,
naturalization, naturalized citizenship, official document, paper,
parchment, parish rolls, personal file, presidential papers,
public records, roll, scrip, script, scroll, writ, writing

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  • Department of Mathematics | Penn Math
    %PDF-1 4 %âãÏÓ 128 0 obj Linearized 1 O 130 H [ 606 213 ] L 999204 E 33587 N 25 T 996525 >> endobj xref 128 9 0000000016 00000 n 0000000530 00000 n 0000000819 00000 n 0000001041 00000 n 0000001165 00000 n 0000001186 00000 n 0000001210 00000 n 0000000606 00000 n 0000
  • www2. math. upenn. edu
    Created Date 4 22 2004 10:40:58 PM
  • RANDOM PROCESSES WITH REINFORCEMENT
    In this paper we study a variety of random processes that can be termed random pro- cesses with reinforcement One example, an edge-reinforced random walk, is described as follows: Imagine a person getting acquainted with a new city
  • Towards a theory of negative dependence
    May, 1999 ABSTRACT: The FKG theorem says that the POSITIVE LATTICE CONDITION, an easily checkable hypothesis which holds for many natural families of events, implies POSITIVE ASSOCIATION, a very useful property Thus there is a natural and useful theory of positively dependent events
  • Two-dimensional quantum random walk - University of Pennsylvania
    We analyze several families of two-dimensional quantum random walks The feasible region (the region where probabilities do not decay exponentially with time) grows linearly with time, as is the case with one-dimensional QRW The limiting shape of the feasible region is, however, quite different
  • Subpolynomialtracereconstructionforrandomstrings . . .
    uts (called “traces”) of x x the insertion =3 channel applied to We show that if is chosen uniformly at ra dom, O n x then exp log traces suffice to reconstruct with high probability For the deletion 1=2 q < 1= O
  • Invasion Percolation on Galton-Watson Trees
    We consider invasion percolation on Galton-Watson trees On almost every Galton-Watson tree, the invasion cluster almost surely contains only one in nite path This means that for almost every Galton-Watson tree, invasion percolation induces a probability measure on in nite paths from the root
  • Lacunas for hyperbolic differential operators with constant coefficients I
    Thetheory of lacunas for hyperbolic differential operators was created byI G Petrovsky who published the basic paper ofthe subject in1945(1) Although its results are very clear, thepaper isdifficult reading and has so far not lead tostudies of the same scope W shall clarify andgeneralize Petrovsky's theory
  • RANDOM WALKS ON THE LAMPLIGHTER GROUP1
    Here we focus on a key example, called G1 by Kaimanovich and Vershik, and show that inward-biased random walks on G1 move outward faster than simple ran- dom walk Indeed, they escape from the identity at a linear rate provided that the bias parameter is smaller than the growth rate of G1





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