Path: csiph.com!v102.xanadu-bbs.net!xanadu-bbs.net!feeder.erje.net!1.eu.feeder.erje.net!newsfeed.xs4all.nl!newsfeed4.news.xs4all.nl!xs4all!newsgate.cistron.nl!newsgate.news.xs4all.nl!post.news.xs4all.nl!not-for-mail Return-Path: X-Original-To: python-list@python.org Delivered-To: python-list@mail.python.org X-Spam-Status: OK 0.198 X-Spam-Level: * X-Spam-Evidence: '*H*': 0.61; '*S*': 0.01; '"the': 0.07; '[0,': 0.09; 'assumed': 0.09; 'compact': 0.09; '(or': 0.24; 'question': 0.24; 'first,': 0.26; 'function': 0.29; 'primarily': 0.30; 'message-id:@mail.gmail.com': 0.30; '"': 0.31; 'probability': 0.31; 'worked': 0.33; 'blog:': 0.33; '"the': 0.34; 'received:google.com': 0.35; 'should': 0.36; 'half': 0.37; 'skip:& 10': 0.38; 'depends': 0.38; 'to:addr:python-list': 0.38; 'support,': 0.39; 'to:addr:python.org': 0.39; 'read': 0.60; '8bit%:29': 0.60; 'real': 0.63; 'url:blogspot': 0.65; 'series': 0.66; 'carrier': 0.68; 'sam': 0.68; 'results': 0.69; 'article': 0.77; 'density': 0.84; 'estimation': 0.84 DKIM-Signature: v=1; a=rsa-sha256; c=relaxed/relaxed; d=gmail.com; s=20120113; h=mime-version:date:message-id:subject:from:to:content-type; bh=L+zWyfgqFhcHNpYUpFVSwLULJGN5LvwYXEJBkw+moww=; b=zRm782tBEhBxA0ibB7eTEpQIiA6bm/4FrkWJUzkEzw+Uzcm/7AAWVLitPeCvhMgH8R OqqlAdxWhEERjgoxcZj6co0wCmJcNPxe+awQEYppP1FsScZqtzXWSaV0u1AVtI5eRkD0 6V638TeE2Ljv7Ox56olBUdXft6x9n9oARYnM63G6I2E7TARqG9sXYSpZ2t5HGSruzk62 vZYOdaH0m76BkEdgh9HyPFXmwS9ipPqJhvC+CJVfE+y7cdIwtuiEPUwDilZYHhY+gzO8 WYJONtLLUI2V5wsShpy8QNwjKO4esta0CV8t0fmtamuwCVT2MSxy6K9d5RWVM7+K0Zyy ypRw== MIME-Version: 1.0 X-Received: by 10.181.11.137 with SMTP id ei9mr5026619wid.48.1431082552527; Fri, 08 May 2015 03:55:52 -0700 (PDT) Date: Fri, 8 May 2015 10:55:52 +0000 Subject: about Orthogonal series From: tahiri noria To: python-list@python.org Content-Type: multipart/alternative; boundary=f46d043892d73010fc05158fdff1 X-BeenThere: python-list@python.org X-Mailman-Version: 2.1.20+ Precedence: list List-Id: General discussion list for the Python programming language List-Unsubscribe: , List-Archive: List-Post: List-Help: List-Subscribe: , Newsgroups: comp.lang.python Message-ID: Lines: 56 NNTP-Posting-Host: 2001:888:2000:d::a6 X-Trace: 1431082553 news.xs4all.nl 2898 [2001:888:2000:d::a6]:60442 X-Complaints-To: abuse@xs4all.nl Xref: csiph.com comp.lang.python:90264 --f46d043892d73010fc05158fdff1 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: quoted-printable hello, I read your article on the blog: http://jpktd.blogspot.com/ about orthogonal series estimation , I would like to ask you if you allow . First, I based on Article Sam Efromovich about "Orthogonal series density estimates" . he worked with the Fourier series with a compact support assumed [0,1], whose aim is to estimate the probability density function. and it is said in his Article that: "The choice depends Primarily we of the carrier density. In general, When the real line (-=E2=88=9E, =E2=88=9E) or the half line [0, =E2=88=9E) are t= he support, Hermite and Laguerre Then series are recommended; 3,17,23,24 see Refs. If f: has a compact carrier, for instance [0, 1], Then trigonometric (or Fourier) series are recommended. " my question is that if I wanted to draw my probability density function on a support [-2, -2] (because my data focus on -1 or 1) .What should I do? is that these results are necessarily just to support [0,1] for fourier series ? Cordially --f46d043892d73010fc05158fdff1 Content-Type: text/html; charset=UTF-8 Content-Transfer-Encoding: quoted-printable
hello,=

I read your article on the blog:=C2=A0http://jpktd.blogspot.com= /=C2=A0about orthogonal series estimation , I would like to ask you if = you allow . First, I based on Article Sam Efromovich about "Orthogonal= series density estimates" .

he worked w= ith the Fourier series with a compact support assumed [0,1], whose aim is t= o estimate the probability density function. and it is said in his Article = that:


"The choice depend= s Primarily we of the carrier density. In general, When the real line (-=E2= =88=9E, =E2=88=9E) or the half line [0, =E2=88=9E) are the support, Hermite= and Laguerre Then series are recommended; 3,17,23,24 see Refs. If f: has a= compact carrier, for instance [0, 1], Then trigonometric (or Fourier) seri= es are recommended. "

my question is that if = I wanted to draw my probability density function on a support [-2, -2] (bec= ause my data focus on -1 or 1) .What should I do?
is that these r= esults are necessarily =C2=A0just to support [0,1] for fourier series ?

Cordially
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