From aa4598f79f61ede7da8b8461fe740a868c22a719 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Petr=C3=B4nio=20C=C3=A2ndido?= Date: Mon, 23 Sep 2019 23:16:06 -0300 Subject: [PATCH] Documentation update --- docs/build/doctrees/environment.pickle | Bin 1789922 -> 1792527 bytes docs/build/doctrees/pyFTS.benchmarks.doctree | Bin 416620 -> 423128 bytes docs/build/doctrees/pyFTS.common.doctree | Bin 319915 -> 324214 bytes docs/build/doctrees/pyFTS.hyperparam.doctree | Bin 13234 -> 13244 bytes docs/build/doctrees/pyFTS.models.doctree | Bin 222659 -> 224436 bytes .../pyFTS.models.multivariate.doctree | Bin 157491 -> 153571 bytes .../doctrees/pyFTS.probabilistic.doctree | Bin 49054 -> 52157 bytes docs/build/doctrees/quickstart.doctree | Bin 33028 -> 32339 bytes docs/build/html/_sources/quickstart.rst.txt | 4 +-- docs/build/html/genindex.html | 20 ++++++++++--- docs/build/html/objects.inv | Bin 6375 -> 6418 bytes docs/build/html/pyFTS.benchmarks.html | 20 +++++++++++++ docs/build/html/pyFTS.common.html 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z0%F|Grds%%ai2svBRNukUT^v@3rE!AINV|*HwTU+$f?9`@&p6IJPOu=7X2G-puxM% zPT4@A`v=k;FpiO?!Q}lIS&B8ytH_~DHS-3OndBY(M}iJm%t+s0(iJ01@#2P6(8$Qu ogUL{gq+8rUe#+GS<-z397+H#0n^wUQMs~$WKDtvqXne8wZ}?RAb^rhX diff --git a/docs/build/html/_sources/quickstart.rst.txt b/docs/build/html/_sources/quickstart.rst.txt index 361a75d..0f76c6b 100644 --- a/docs/build/html/_sources/quickstart.rst.txt +++ b/docs/build/html/_sources/quickstart.rst.txt @@ -25,9 +25,9 @@ Fuzzy Time Series (FTS) are non parametric methods for time series forecasting b 2. **Universe of Discourse Partitioning**: This is the most important step. Here, the range of values of the numerical time series *Y(t)* will be splited in overlapped intervals and for each interval will be created a Fuzzy Set. This step is performed by pyFTS.partition module and its classes (for instance GridPartitioner, EntropyPartitioner, etc). The main parameters are: - the number of intervals - which fuzzy membership function (on `pyFTS.common.Membership `_) - - partition scheme (`GridPartitioner `_, `EntropyPartitioner `_, `FCMPartitioner `_, `CMeansPartitioner `_, `HuarngPartitioner `_) + - partition scheme (`GridPartitioner `_, `EntropyPartitioner `_, `FCMPartitioner `_, `HuarngPartitioner `_) - Check out the jupyter notebook on `notebooks/Partitioners.ipynb `_ for sample codes. + Check out the jupyter notebook on `notebooks/Partitioners.ipynb `_ for sample codes. 3. **Data Fuzzyfication**: Each data point of the numerical time series *Y(t)* will be translated to a fuzzy representation (usually one or more fuzzy sets), and then a fuzzy time series *F(t)* is created. diff --git a/docs/build/html/genindex.html b/docs/build/html/genindex.html index b889e6a..86ef7a1 100644 --- a/docs/build/html/genindex.html +++ b/docs/build/html/genindex.html @@ -656,8 +656,6 @@

  • (pyFTS.models.ifts.IntervalFTS method)
  • (pyFTS.models.ifts.WeightedIntervalFTS method) -
  • -
  • (pyFTS.models.multivariate.cmvfts.ClusteredMVFTS method)
  • (pyFTS.models.multivariate.mvfts.MVFTS method)
  • @@ -694,6 +692,8 @@
  • (pyFTS.models.pwfts.ProbabilisticWeightedFTS method)
  • +
  • forecast_distribution_from_distribution() (pyFTS.models.pwfts.ProbabilisticWeightedFTS method) +
  • forecast_interval() (pyFTS.benchmarks.arima.ARIMA method)
      @@ -739,6 +739,8 @@
  • format_experiment_table() (in module pyFTS.benchmarks.Tests) +
  • +
  • from_point() (in module pyFTS.probabilistic.ProbabilityDistribution)
  • FTS (class in pyFTS.common.fts)
  • @@ -1346,12 +1348,12 @@
  • merge() (pyFTS.common.fts.FTS method)
  • - - +
    • minute_of_month (pyFTS.models.seasonal.common.DateTime attribute)
    • minute_of_week (pyFTS.models.seasonal.common.DateTime attribute) @@ -1361,10 +1363,18 @@
    • month (pyFTS.models.seasonal.common.DateTime attribute)
    • MultiSeasonalFTS (class in pyFTS.models.seasonal.msfts) +
    • +
    • multivariate_sliding_window_benchmarks2() (in module pyFTS.benchmarks.benchmarks)
    • MultivariateFuzzySet (class in pyFTS.models.multivariate.common)
    • MultivariatePartitioner (class in pyFTS.models.multivariate.partitioner) +
    • +
    • mv_run_interval2() (in module pyFTS.benchmarks.benchmarks) +
    • +
    • mv_run_point2() (in module pyFTS.benchmarks.benchmarks) +
    • +
    • mv_run_probabilistic2() (in module pyFTS.benchmarks.benchmarks)
    • MVFTS (class in pyFTS.models.multivariate.mvfts)
    • @@ -1471,6 +1481,8 @@
    • plot_distribution() (in module pyFTS.common.Util)
    • plot_distribution2() (in module pyFTS.common.Util) +
    • +
    • plot_distribution_tiled() (in module pyFTS.common.Util)
    • plot_interval() (in module pyFTS.common.Util)
    • diff --git a/docs/build/html/objects.inv b/docs/build/html/objects.inv index 8b3b2f134697e0d2ccf20f96a7a857db314becae..79341357b104599e852477ffa6b661abcaaef2dc 100644 GIT binary patch delta 6282 zcmV;57tz-}_Uz>dtGkdQx>?=FLf*OlH~{cjR>6x-TqQ6sdxQpNd9LNu;$P)4UA8ZE;u@vV|kGq@V{Ev*K6~#Bd$j|bd=u~F(f6RA3 z|Lx}IpUk&=oF}IY@h346r2BC(bo72Vsk#*r-G2LWf2%+VMSnuv{N2J?07M7Iae_pt zO~U1grQWC*oiIwlfpJPi$;rMd3CrQ>Brh?4Mii19%3?rUNq)dw{(=EmB}c?Lp7$7u zieumE)nKB>6DCxA$?=a0QBs~2_fX}D&I>2YqVKyBl`>070suqF0f4gS1oK!VvSa|z z684NaI)b2hA%6fcM?9=Wb!8PzMg-9Sr#JOAl=UqioLn%;4rR81gJLN=B2LOv2399B zR6t<{e%q5*kbI9QASuo;$^mflAERxH=L^dO2EsrlzBnOXmLN1secjuv&xV0p1sB;HXURja6wtw zSsd@rv5YgOfC?d!Ly-JPaXd8Mo&PA))VDZjM)aP&{;IMHpm){+A7r;G!C*w$bI(v2 z{Tw8$N636Y=#>4oQJ^U&M^@(;1s$bwq zJCHn;7JA23kJ#EgKX8`C`_z+3a)Ei-rJpyh9)FT`cDB9@#w|=JbVVOVf)zOLm8f*@ z$D>gwGly0o{}tQU@z@V?1<$8ze=*Xjo(dL?@A>L`lmsmTMt+ z;yX{IK+hPyQjVw))n<$YtTsaS12F_6mZMRW`IZ|&vV!)DBUG%C)-AV0glDe6;vUtdnK0ADxG z;C}KLI{|SUNHKg{}oE5B(iOSgsYk6dw(@kD;{JI9-jK>Hz(Nps0PU0xUDTMrmBbl z5~jQa@~0J^s0f)2L?V}K6TOPM6U14RS(d@ixT=7#A?+3_&u_uVo$ z5Y9w6cLCgFT(lQqs4&Kw>8u?_JUPW+Ln3S6AuJsxN%ZJdzqZ%I6nEwkRYDMys|xEm zmhGdW&kx@mCwayg?>QPP&~Ksn0)G}{E@er>cUr~H4{JTR-CnafPkHWH^d%ws_gCql zWQF{S$?>#jTsW5hNtSmdn5P03*;PWm`M)4?g?NOCK~oaJfL`??N8}lM)(p*vzBVL> z`p_eI*Mc7v%1e%qo{?%W(QoPlq4*m<%5)cXadU{|3=u5Sb8J8dutCnZ5`V3dx>}q< z#-<&xmMo|aCAoAV?Q&vhycxv?j>C4JXD0q9oPznm;t=W|)$A1$q{P1Aqfgaef1P)@ zy!0V`&I&+;iUQ|TJzF;nO=)winit_c>cAzdXr|)hHc`Bp?$xRxn3c(UR^_Qjh7B;LhcipePmq>~ z64l$CflvZ~HS?as1r#%ydcf2hKn;}bhVbNM=#^wu7Izh=MTaAM7k{{;tVX4OB~Yel zhmRey<9_IBwtK%0Ap1^~W(OY|%$$uULy)64LG3~-ExSwCQlytGJPna!5*Nab@e-#W z7^S%L_}jB~jG5$aXy_Js5#p*cY;9GRxqDo`V4TB)6N)F-82VyaaSlPP@)91aHr#}v z#z!0q94H-P8p>iCz<=Vl0fWY>T~496F_$BpFm#dz$h{}5t1>Fh1QUkha-6Z}&GtSv zU3b(j&v9rOMwI9_MMX)T@!e}7twRoN!wRCBXP{@#2v34Z{wy0@90IMkYTy!^ap}fF zFcx^vUO%u`&y+O~n8d7EK2TahU+%@}` zJkn4zU=q)ufKtuCK$C0uw`aNy|AtAx5fdmS|9|^%WsE?_BgaQnVt*88#2+Fu#>$f% z6K+RYj;L7E#+nWH^~7dIC?)n)Jc~9&DMv4AhF-+#e6v>~9630zGCk}1&JjQvN@JWq z`vhnEKOKV?vVVvZQF<8A5Ik%cEIw{ta*1xCkt;LBvI|?D)qHq~@+0GbcMXOy2Df6u#Md1VG6~(RqabhnqQm^yWPH2)L=W;Y$-RKCZa`L0X z2bteFa&dkK%8!l?SOrxtnm%uAyW4Qhi&1_OTU*tRp?@Z!>mj5&fU+0N{SfZ&q(&T) zwhNy9DV_;i$qe#H7mn53yX-n96_rh58cT0b;q5k+uH$eSGO7=l-cmqKsHS*Qc66|~ zPf-5G6H#9DmK|YKy))B2*%4FtL4jZiB}H7Z)IB`Q>jNO#fr<;~KuYJJ_N8W_5BaO2ykedx$a_qXoO$F7h>SN8=(4Y;%er2h5__|g4a3VByNrNFwmP$?H zI0u34O771oP`SNZsxkXY#wAuCW!GMYt?K0m+kZRf8h4PTbyLv%u=+xc<}j?$!|Lmq z5Ya8+53=xJIfmxKH+*}L;AA8_)GCJkd?qXCJt-4La))TtAsr(y4((w2NA~hB+1+u; 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      Return all FTS methods for probabilistic forecasting

      +
      +
      +pyFTS.benchmarks.benchmarks.multivariate_sliding_window_benchmarks2(data, windowsize, train=0.8, **kwargs)
      +
      + +
      +
      +pyFTS.benchmarks.benchmarks.mv_run_interval2(mfts, train_data, test_data, window_key=None, **kwargs)
      +
      + +
      +
      +pyFTS.benchmarks.benchmarks.mv_run_point2(mfts, train_data, test_data, window_key=None, **kwargs)
      +
      + +
      +
      +pyFTS.benchmarks.benchmarks.mv_run_probabilistic2(mfts, train_data, test_data, window_key=None, **kwargs)
      +
      +
      pyFTS.benchmarks.benchmarks.pftsExploreOrderAndPartitions(data, save=False, file=None)
      diff --git a/docs/build/html/pyFTS.common.html b/docs/build/html/pyFTS.common.html index ea00ab8..be396c5 100644 --- a/docs/build/html/pyFTS.common.html +++ b/docs/build/html/pyFTS.common.html @@ -1253,7 +1253,7 @@ bisect but with a simpler API and support for key functions.

      pyFTS.common.Util.plot_distribution2(probabilitydist, data, **kwargs)
      -

      Plot distributions over the time (x-axis)

      +

      Plot distributions in y-axis over the time (x-axis)

      @@ -1273,6 +1273,32 @@ bisect but with a simpler API and support for key functions.

      +
      +
      +pyFTS.common.Util.plot_distribution_tiled(distributions, data=None, rows=5, cols=5, index=None, axis=None, size=[10, 20])
      +

      Plot one distribution individually in each axis, with probability in y-axis and UoD on x-axis

      + +++ + + + + + +
      Parameters:
        +
      • distributions
      • +
      • data
      • +
      • rows
      • +
      • cols
      • +
      • index
      • +
      • axis
      • +
      • size
      • +
      +
      Returns:

      +
      +
      +
      pyFTS.common.Util.plot_interval(axis, intervals, order, label, color='red', typeonlegend=False, ls='-', linewidth=1)
      diff --git a/docs/build/html/pyFTS.hyperparam.html b/docs/build/html/pyFTS.hyperparam.html index cee5908..169440c 100644 --- a/docs/build/html/pyFTS.hyperparam.html +++ b/docs/build/html/pyFTS.hyperparam.html @@ -115,7 +115,7 @@

      pyFTS.hyperparam.Util module

      -

      Common facilities for hyperparameter tunning

      +

      Common facilities for hyperparameter optimization

      pyFTS.hyperparam.Util.create_hyperparam_tables(conn)
      diff --git a/docs/build/html/pyFTS.models.html b/docs/build/html/pyFTS.models.html index 6df690a..1bc8155 100644 --- a/docs/build/html/pyFTS.models.html +++ b/docs/build/html/pyFTS.models.html @@ -1101,6 +1101,11 @@ US Dollar to Ringgit Malaysia,” Int. J. Comput. Intell. Appl., vol. 12, no. 1,
      +
      +
      +forecast_distribution_from_distribution(previous_dist, smooth, uod, bins, **kwargs)
      +
      +
      forecast_interval(ndata, **kwargs)
      diff --git a/docs/build/html/pyFTS.models.multivariate.html b/docs/build/html/pyFTS.models.multivariate.html index ba7f12f..5cd6392 100644 --- a/docs/build/html/pyFTS.models.multivariate.html +++ b/docs/build/html/pyFTS.models.multivariate.html @@ -806,28 +806,6 @@ multivariate fuzzy set base.

      -
      -
      -forecast_ahead_interval(data, steps, **kwargs)
      -

      Interval forecast n steps ahead

      - --- - - - - - -
      Parameters:
        -
      • data – time series data with the minimal length equal to the max_lag of the model
      • -
      • steps – the number of steps ahead to forecast
      • -
      • start_at – in the multi step forecasting, the index of the data where to start forecasting (default: 0)
      • -
      -
      Returns:

      a list with the forecasted intervals

      -
      -
      -
      forecast_ahead_multivariate(data, steps, **kwargs)
      diff --git a/docs/build/html/pyFTS.probabilistic.html b/docs/build/html/pyFTS.probabilistic.html index da68342..d77dc3d 100644 --- a/docs/build/html/pyFTS.probabilistic.html +++ b/docs/build/html/pyFTS.probabilistic.html @@ -340,6 +340,27 @@ such that Q(tau) = min( {x | F(x) >= tau })

      +
      +
      +pyFTS.probabilistic.ProbabilityDistribution.from_point(x, **kwargs)
      +

      Create a probability distribution from a scalar value

      + +++ + + + + + +
      Parameters:
        +
      • x – scalar value
      • +
      • kwargs – common parameters of the distribution
      • +
      +
      Returns:

      the ProbabilityDistribution object

      +
      +
      +

      pyFTS.probabilistic.kde module

      diff --git a/docs/build/html/quickstart.html b/docs/build/html/quickstart.html index ac11d6e..467388a 100644 --- a/docs/build/html/quickstart.html +++ b/docs/build/html/quickstart.html @@ -124,9 +124,9 @@
      -

      Check out the jupyter notebook on notebooks/Partitioners.ipynb for sample codes.

      +

      Check out the jupyter notebook on notebooks/Partitioners.ipynb for sample codes.

      1. Data Fuzzyfication: Each data point of the numerical time series Y(t) will be translated to a fuzzy representation (usually one or more fuzzy sets), and then a fuzzy time series F(t) is created.
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- Fuzzy Time Series for Python","pyFTS","pyFTS package","pyFTS.benchmarks package","pyFTS.common package","pyFTS.data package","pyFTS.distributed package","pyFTS.hyperparam package","pyFTS.models package","pyFTS.models.ensemble package","pyFTS.models.incremental package","pyFTS.models.multivariate package","pyFTS.models.nonstationary package","pyFTS.models.seasonal package","pyFTS.partitioners package","pyFTS.probabilistic package","pyFTS Quick Start"],titleterms:{FTS:16,airpasseng:5,arima:3,artifici:5,benchmark:3,bitcoin:5,bst:3,chaotic:5,chen:8,cheng:8,cmean:14,cmsft:13,cmvft:11,common:[4,5,11,12,13],composit:4,conf:2,content:[2,3,4,5,6,7,8,9,10,11,12,13,14,15],cvft:12,data:5,dataset:5,dispi:6,distribut:6,dowjon:5,enrol:5,ensembl:9,entropi:14,ethereum:5,eur:5,evolutionari:7,exampl:16,fcm:14,flr:[4,11],flrg:[4,11,12],fts:4,fuzzi:[0,16],fuzzyset:4,gaussianproc:3,gbp:5,gener:5,glass:5,granular:11,grid:[11,14],gridsearch:7,henon:5,hoft:8,honsft:12,how:[0,16],huarng:14,hwang:8,hyperparam:7,ift:8,increment:10,incrementalensembl:10,index:0,inmet:5,instal:16,ismailefendi:8,kde:15,knn:3,librari:0,logistic_map:5,lorentz:5,mackei:5,malaysia:5,measur:3,membership:4,model:[8,9,10,11,12,13],modul:[2,3,4,5,6,7,8,9,10,11,12,13,14,15],msft:13,multiseason:9,multivari:11,mvft:11,naiv:3,nasdaq:5,nonstationari:12,nsft:12,packag:[2,3,4,5,6,7,8,9,10,11,12,13,14,15],parallel_util:14,partition:[11,12,13,14],perturb:12,probabilist:15,probabilitydistribut:15,pwft:8,pyft:[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16],python:0,quantreg:3,quick:16,refer:[0,16],residualanalysi:3,rossler:5,sadaei:8,season:13,seasonalindex:13,seri:[0,5,16],sft:13,simpl:14,singleton:14,sonda:5,song:8,sortedcollect:4,spark:6,start:16,submodul:[2,3,4,5,6,7,8,9,10,11,12,13,14,15],subpackag:[2,8],sunspot:5,synthet:5,taiex:5,test:3,time:[0,5,16],timevari:10,transform:4,tree:4,usag:16,usd:5,util:[3,4,7,12,14],variabl:11,what:[0,16],wmvft:11}}) \ No newline at end of file diff --git a/docs/quickstart.rst b/docs/quickstart.rst index 361a75d..0f76c6b 100644 --- a/docs/quickstart.rst +++ b/docs/quickstart.rst @@ -25,9 +25,9 @@ Fuzzy Time Series (FTS) are non parametric methods for time series forecasting b 2. **Universe of Discourse Partitioning**: This is the most important step. Here, the range of values of the numerical time series *Y(t)* will be splited in overlapped intervals and for each interval will be created a Fuzzy Set. This step is performed by pyFTS.partition module and its classes (for instance GridPartitioner, EntropyPartitioner, etc). The main parameters are: - the number of intervals - which fuzzy membership function (on `pyFTS.common.Membership `_) - - partition scheme (`GridPartitioner `_, `EntropyPartitioner `_, `FCMPartitioner `_, `CMeansPartitioner `_, `HuarngPartitioner `_) + - partition scheme (`GridPartitioner `_, `EntropyPartitioner `_, `FCMPartitioner `_, `HuarngPartitioner `_) - Check out the jupyter notebook on `notebooks/Partitioners.ipynb `_ for sample codes. + Check out the jupyter notebook on `notebooks/Partitioners.ipynb `_ for sample codes. 3. **Data Fuzzyfication**: Each data point of the numerical time series *Y(t)* will be translated to a fuzzy representation (usually one or more fuzzy sets), and then a fuzzy time series *F(t)* is created.