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POJ3468 A simple problem with integers

a[s] ... A[T] All increase d, we introduce an array of delta[i], which meansA[i] ... A[n] The common increment, n is the size of the array. Then the update operation can be converted to1) make delta[s] = Delta[s] + D, mean will a[s] ... A[n] Increase d at the same time, but this a[t+1] ... A[n] Added D, so2) delta[t+1

POJ 3468 Segment Tree

Build of Segment Tree (initialize + around equals + two recursion + do not forget sum) + Update updates (recursive exit + update delta+ three-way recursion + fix current node value) + Find query (if left/right + update delta+ three recursion)#include using namespacestd;#defineL (Root) ((root) #defineR (Root) ((root Const intMAXN =100001;intNUMBERS[MAXN];structSt {//Interval Range intLeft , right; //updat

Chapter II Self-Test

1. Fill in the blanks(1) $\frac12 F ' (X_0) $To make $x =x_0+ \delta x$, the\[\mbox{native}=\lim_{\delta x\to 0}\frac{F (x_0 +\frac{\delta x}{2})-F (x_0)} {\delta X}=\frac12\lim_{\delta x\to 0}\frac{F (x_0 +\frac{\delta x}{2})-F (

Chapter two self-test questions

1. Fill in the blanks(1) $\frac12 F ' (X_0) $To make $x =x_0+ \delta x$, the\[\mbox{native}=\lim_{\delta x\to 0}\frac{F (x_0 +\frac{\delta x}{2})-F (x_0)} {\delta X}=\frac12\lim_{\delta x\to 0}\frac{F (x_0 +\frac{\delta x}{2})-F (

Job 13 higher derivative

}}{E^{x+y}-x}=\frac{y-1-xy}{1+xy-x},\]\[Y ' '=\frac{\frac{y-1-xy}{1+xy-x}-y-x\frac{y-1-xy}{1+xy-x}}{1+xy-x}-\frac{(Y-1-xy) (y+x\frac{y-1-xy}{1+xy-x}-1)} {(1+xy-x) ^2}.\]Really don't want to simplify ...5. The answer, the calculation process is slightly(1)\[\FRAC{DY}{DX}=\FRAC{\FRAC{DY}{DT}}{\FRAC{DX}{DT}}= t\sin T,\qquad\FRAC{D^2Y}{DX^2}=\FRAC{\FRAC{D}{DT} (\frac{dy}{dx})}{\FRAC{DX}{DT}}= (\sin t +t \cos t) \tan T.\](2)\[\FRAC{DY}{DX}=\FRAC{\FRAC{DY}{DT}}{\FRAC{DX}{DT}}= T,\qquad\FRAC{D^2Y}{DX^2

Linux-load Average Analysis

1.60 1.60 0.08SDF 17.40 0.50 102.00 0.20 12095.20 5.60 118.40 0.70 6.81 2.09 21.36SDG 232.40 1.90 379.70 0.50 76451.20 19.20 201.13 4.94 13.78 2.45 93.16RRQM/S: The number of read operations per second for the merge. Delta (rmerge)/sWRQM/S: The number of write operations per second for the merge. Delta (wmerge)/sR/S: Number of Read I/O devices completed per second. Del

How to Apply scikit-learn to Spark machine learning?

think, because it provides three distributed data structures: arrayRDD, sparseRDD, dictRDD, and scikit-learn, to apply to transformed RDD. GitHub-databricks/spark-sklearn: Scikit-learn integration package for Spark Finally, let's talk about the Spark-sklearn developed by databricks. The development is not sufficient, and the functions are very limited. You can use grid search to perform cross-validation

Cocos2d-js slower timer schedule make constant slow timer

For animation control, may be a bit of error, we will not be aware, but if the number of cyclic accumulation or network synchronization, and so on, we will be very aware of the schedule error problem.First do an example to prove that:varInaccuracytestlayer =cc. Layer.extend ({ctor:function () { This. _super (); varStartTime =NewDate (). GetTime (); varCount = 0; This. Schedule (function(){ varTimepass =NewDate (). GetTime ()-StartTime; Count++; varDelta = timepass-(count*100)

A rough calculation of daylight time and Sunrise day without time

This article uses a very idealized model to roughly calculate daylight hours and midday moments, and to calculate the time of sunrise and the day. How do you calculate Daylight time? Or, how do you calculate the percentage of daylight time in a day? Figure out how much of the Sun's Sunday parallel loop (the trajectory of the Sun's motion on the celestial sphere) is above the horizon (ignoring the sun's revolution in one day and the uneven rotation of the Earth).To figure out this ratio, yo

[Fourier transform and its application study notes] 25. Linear systems, transfer functions, eigenvalues

Matrix convolution, discrete finite-dimensional linear time invariant systemsThis is the same description as in the previous lesson continuous infinite dimensional linear time invariant system: when and only if the linear operator is expressed in convolution, the system is a linear time-invariant system (LTI systems).$\underline{w} = Av = \underline{h}* \underline{v}$The above equation expresses the linear time-invariant system of discrete finite dimension, which can express the product of pulse

Simple Analysis of iostat results

operations per second. That is, Delta (rmerge)/s Wrqm/S: Number of write operations performed on merge per second. That is, Delta (wmerge)/s R/S: The number of read I/O devices per second. That is, Delta (Rio)/s W/s: the number of write I/O devices completed per second. That is, Delta (WIO)/s Rsec/S: Number of

Iostat to check the linux hard disk I/O performance

379.70 0.50 76451.20 19.20 201.13 4.94 13.78 2.45 93.16 Rrqm/s: the number of merge read operations per second. That is, delta (rmerge)/s Wrqm/s: Number of write operations performed on merge per second. That is, delta (wmerge)/s R/s: The number of read I/O devices per second. That is, delta (rio)/s W/s: the number of write I/O devices completed per second. That

Iostat for Linux hard disk I/O performance

Install iostat on centos # Yum install sysstat This parameter has never been used before. Now I have carefully studied iostat, because there is a high pressure on an important server, so let's take a look at it. below is the server with too much Io pressure. $iostat -x 1Linux 2.6.33-fukai (fukai-laptop) _i686_ (2 CPU)avg-cpu: %user %nice %system %iowait %steal %idle 5.47 0.50 8.96 48.26 0.00 36.82Device: rrqm/s wrqm/s r/s w/s rsec/s

Derivation and visual illustration of BackPropagation algorithm

shows a simple neural network model (eliminating the Bias unit):Figure 1.1 A simple neural network modelWhere the meaning of the character marker is consistent with the NG course:\ (x_1, x_2, X_3 \) is the input value, i.e. \ (x^{(i)}\) three characteristics;\ (z^{(L)}_{(j)}\) is the input value of the first J unit of the L layer.\ (a^{(L)}_{(j)}\) is the output value of the J element of the L -layer. where a = g (z),G is the sigmoid function.\ (\theta_{ij}^{(l)}\) the parameter (weight) matr

Finding and solving the problem of high Iowait Linux

of Linux hard disk IO 1, iostat analysisUse its tool Filemon to detect average time-to-read disk reads and writes. Under Linux, you can also view disk performance through the Iostat command. One of the SVCTM, which reflects the load on the disk, if the item is greater than 15MS and the util% is close to 100%, then the disk is now a bottleneck for the overall system performance.# Iostat-x1Linux3.10.0-514.26.2. el7.x86_64 (V01-OPS-ES03) June 27, 2018 _x86_64_ (2CPU) Avg-CPU:%user% Nice%system%iow

POJ 3468 A simple problem with integers (tree array interval update)

update, and the single point update will time out; The tree array is inherently used to dynamically maintain the array prefix and is characterized by updating the value of an element each time, querying only the prefix of the array andBut the problem is to ask for an array of an interval and to support the batch update of the values of elements within a range, how to do? As a matter of factIt is still possible to convert the problem into an array prefix and.First, look at the update operation (

Interval update and query of a tree-like array

The tree array is inherently used to dynamically maintain the array prefix and is characterized by updating the value of one element at a time, querying only the prefix of the array andBut the problem is to ask for an array of an interval and to support the batch update of the values of elements within a range, how to do? As a matter of factIt is still possible to convert the problem into an array prefix and.First, look at the update operation (s, T, D) to put the interval a[s] ... A[T] All incr

Hihocoder #1058 Combination Lock

maintained with a line segment tree. for ease of expression, we use delta[i] to represent the turn up times caused by CMD 4 on position I. the practice is to add two attribute for each node in the segment tree (L, R): One is delta, which is used to record delta[l], and the other is an inc that records the value of delta

Dl4nlp--neural network (a) BP inverse propagation algorithm for feedforward neural networks steps to organize

}) ^{\TOP}\FRAC{\PARTIAL\TEXTBF y}{\partial x_{ij}}$$$$\frac{\partial z}{\partial x_{ij}}=\text{tr}\biggl ((\frac{\partial z}{\partial Y}) ^{\top}\frac{\partial Y}{\ Partial X_{ij}}\biggr) $$and an element-wise function $f $ (its derivative is $f ' $) and its gradient:$$\frac{\partial F (\TEXTBF x)}{\partial\textbf x}=\text{diag} (f ' (\TEXTBF x)) $$It needs to be declared here that in the above system, the denominator layout is used, that is to say: the dimension is $p $ of the column vector to

In Linux, how does one check high load?

0.00 0.00 0.00SDD 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00SDE 0.00 0.10 0.30 0.20 2.40 2.40 9.60 0.00 1.60 1.60 0.08SDF 17.40 0.50 102.00 0.20 12095.20 5.60 118.40 0.70 6.81 2.09 21.36SDG 232.40 1.90 379.70 0.50 76451.20 19.20 201.13 4.94 13.78 2.45 93.16Rrqm/s: the number of merge read operations per second. That is, Delta (rmerge)/sWrqm/S: Number of write operations performed on merge per second. That is,

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