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Newton Trees
[chapter]

2010
*
Lecture Notes in Computer Science
*

This paper presents

doi:10.1007/978-3-642-17432-2_18
fatcat:nw5tg6tvtjbzbexto3vj7utbqu
*Newton**trees*, a redefinition of probability estimation*trees*(PET) based on a stochastic understanding of decision*trees*that follows the principle of attraction (relating mass and ... We present a way of graphically representing the original stochastic probability estimation*trees*using a user-friendly gravitation simile.We include experiments showing that*Newton**trees*outperform other ... Fig. 3 . 3 (Left)*Newton**Tree*for the hepatitis dataset. ...##
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Quasi-Ordinary Singularities and Newton Trees

2013
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Moscow Mathematical Journal
*

We associate with them a

doi:10.17323/1609-4514-2013-13-3-365-398
fatcat:yvuz4yqs7vbx3hirqee7pyj2ty
*Newton**tree*and characterize quasi-ordinary hypersurface singularities among ν-quasi-ordinary hypersurface singularities in terms of their*Newton**tree*. ... We show that the*Newton**trees*of the transversal sections do not give the*tree*of the quasi-ordinary singularity in general. ... This procedure is codified in a*tree*called*Newton**tree*. ...##
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Quasi-ordinary singularities and Newton trees
[article]

2012
*
arXiv
*
pre-print

We associate with them a

arXiv:1203.1704v1
fatcat:hpywbux5lzcv5b2dqriqejwdqy
*Newton**tree*and characterize quasi-ordinary hypersurface singularities among nu-quasi-ordinary hypersurface singularities in terms of their*Newton**tree*. ... We show that the*Newton**trees*of the transversal sections do not give the*tree*of the quasi-ordinary singularity in general. ... This procedure is codified in a*tree*called*Newton**tree*. ...##
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The Leaves of the Tree. II: Professor Newton

1911
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North American Review
*

Alfred

fatcat:imd26vuabjfjniec7c2zg77uiy
*Newton*was born in 1829, the son of William New ton, M.P., for Ipswich. ... When I began to reside in College, in 1905, I found that*Newton*appeared little in public. ...##
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Newton-Okounkov bodies sprouting on the valuative tree
[article]

2016
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arXiv
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pre-print

The main objective of this paper is to start a systematic study of the variation of these infinitesimal

arXiv:1602.02074v1
fatcat:4uucnuizwnhx5hpmo2v6xhg4jq
*Newton*-Okounkov bodies as (E, p) varies, focusing on the case X = P2. ... Given a smooth projective algebraic surface X, a point O in X and a big divisor D on X, we consider the set of all*Newton*-Okounkov bodies of D with respect to valuations of the field of rational functions ...*Newton*-Okounkov bodies on the*tree*QM From now on we will mainly concentrate on the study of ∆ C,s+ when s varies in [1, +∞) . ...##
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Newton–Okounkov bodies sprouting on the valuative tree

2016
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Rendiconti del circolo matematico di Palermo
*

The main objective of this paper is to start a systematic study of the variation of these infinitesimal

doi:10.1007/s12215-016-0285-3
fatcat:xkvhqvqo3res5n5nmvtq2iicoy
*Newton*-Okounkov bodies as (E, p) varies, focusing on the case X = P 2 . ... Given a smooth projective algebraic surface X , a point O ∈ X and a big divisor D on X , we consider the set of all*Newton*-Okounkov bodies of D with respect to valuations of the field of rational functions ... Acknowledgements This research was started during the workshop "Recent advances in Linear series and*Newton*-Okounkov bodies", which took place in Padova, Italy, February 9-14, 2015. ...##
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Newton trees for ideals in two variables and applications

2013
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Proceedings of the London Mathematical Society
*

We codify most of the data of the algorithm in a useful combinatorial object, the

doi:10.1112/plms/pdt047
fatcat:yzqkqoah25fulbwdorzpepvuju
*Newton**tree*. ... of the*tree*. ...*Newton*process versus*Newton**tree*. We explain how to recover the*Newton**tree*from the*Newton*process. ...##
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PhyBin: binning trees by topology

2013
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PeerJ
*

PhyBin can generate bins of topologies corresponding to exactly identical

doi:10.7717/peerj.187
pmid:24167782
pmcid:PMC3807594
fatcat:h7upwxihsrb6hm7orthcoto4ze
*trees*or can utilize Robinson-Fould's distance matrices to generate clusters of similar*trees*, using a user-defined threshold. ... Here we present PhyBin: a flexible program for clustering gene*trees*based on topological structure. ... and*Newton*(2013), PeerJ, DOI 10.7717/peerj.187 3/11*Newton*and*Newton*(2013), PeerJ, DOI 10.7717/peerj.187*Newton*and*Newton*(2013), PeerJ, DOI 10.7717/peerj.187 9/11*Newton*and*Newton*...##
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Structure of the Newton tree at infinity of a polynomial in two variables
[article]

2019
*
arXiv
*
pre-print

The dual graph of D is a

arXiv:1809.02462v2
fatcat:pyo5o7mquze4db4rbzv4q5vfvu
*tree*. We are interested in this*tree*, and we analyse its complexity in terms of the genus of the generic fiber of f. ... An abstract*Newton**tree*at infinity T is generic if every vertex of T has nonnegative multiplicity. 1.19 . Remark. Let T be a generic*Newton**tree*at infinity. ... In all cases, T 0 is an abstract*Newton**tree*at infinity and is generic. We define T(f ; x, y) to be the unique minimally complete*Newton**tree*at infinity which is equivalent to T 0 (Lemma 1.26). ...##
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The Newton tree: geometric interpretation and applications to the motivic zeta function and the log canonical threshold
[article]

2013
*
arXiv
*
pre-print

We associate a minimal

arXiv:1310.8260v1
fatcat:kkbfwo5xrzglrkp3gkhfvkmsjm
*Newton**tree*to I, related to using good coordinates in the*Newton*algorithm, and show that it has a conceptual geometric interpretation in terms of the log canonical model of I. ... We use the*Newton*algorithm to compute by induction the motivic zeta function of the ideal, yielding only few poles, associated to the faces of the successive*Newton*polygons. ...*Newton**tree*of an ideal. We build the*Newton**tree*of I by induction on the depth. ...##
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A Disease of Almond Trees

1892
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The Journal of Mycology
*

These facts indicate that some immediate source of infection extraneous to the peach

doi:10.2307/3752251
fatcat:quh4rokfu5dpbhzg4kwqhhuciy
*tree*itself must be present before the*tree*will suffer from the disease. ... The leaves of peach*trees*are likewise considerably affected by Cercospora. ...##
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Sound, Fine-Grained Traversal Fusion for Heterogeneous Trees - Extended Version
[article]

2019
*
arXiv
*
pre-print

In applications such as compilers and render

arXiv:1904.07061v1
fatcat:rb2gonerqjdkbnu4gf4soupb6e
*trees*, these*trees*are heterogeneous: different nodes of the*tree*have different types. ... Applications in many domains are based on a series of traversals of*tree*structures, and fusing these traversals together to reduce the total number of passes over the*tree*is a common, important optimization ... general*tree*traversals. ...##
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Efficient Tree-Traversals: Reconciling Parallelism and Dense Data Representations
[article]

2021
*
arXiv
*
pre-print

Parallel Gibbon exceeds the parallel performance of existing compilers for purely functional programs that use recursive algebraic datatypes, including, notably, abstract-syntax-

arXiv:2107.00522v1
fatcat:mj5mv7n4evaylkz3ljydntxqp4
*tree*traversals as in compilers ... Traditionally, any such*tree*-layout optimizations would be implemented manually by the programmer-for example, in a scientific application with balanced*trees*. ... Parallel Arrays Programs need arrays as well as*trees*. ...##
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Status, distribution and use of threatened tree species in the walnut-fruit forests of Kyrgyzstan

2014
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Forests, Trees and Livelihoods
*

Information is lacking on the status of threatened

doi:10.1080/14728028.2014.928604
fatcat:tgafl3mnbvfrfmddxvkai7bxve
*tree*species in Central Asia. This paper aims to provide preliminary information for 10 fruit and nut*tree*species of Kyrgyzstan. ... These results suggest that unsustainable land-use practices may be impacting negatively on populations of threatened fruit*tree*species. ... As with many other Red List assessments of*tree*species (*Newton*& Oldfield 2008) , detailed information is lacking on the status and distribution of most*tree*species in the region. ...##
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The Newton tree: geometric interpretation and applications to the motivic zeta function and the log canonical threshold

2015
*
Mathematical proceedings of the Cambridge Philosophical Society (Print)
*

We associate a minimal

doi:10.1017/s0305004115000493
fatcat:2rdpxeisenbgfe2vq4ncoi6iby
*Newton**tree*to${\mathcal I}$, related to using good coordinates in the*Newton*algorithm, and show that it has a conceptual geometric interpretation in terms of the log canonical ... We use the*Newton*algorithm to compute by induction the motivic zeta function of the ideal, yielding only few poles, associated to the faces of the successive*Newton*polygons. ...*Newton**tree*of an ideal. We build the*Newton**tree*of I by induction on the depth. ...
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