update guide

This commit is contained in:
tqchen 2015-01-01 05:42:03 -08:00
parent 06206e1d03
commit 90a8505208
6 changed files with 122 additions and 9 deletions

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@ -5,11 +5,12 @@ export LDFLAGS= -pthread -lm -L../lib
export CFLAGS = -Wall -O3 -msse2 -Wno-unknown-pragmas -fPIC -I../include
.PHONY: clean all lib libmpi
BIN = basic.rabit
BIN = basic.rabit broadcast.rabit
MOCKBIN=
all: $(BIN) $(MOCKBIN)
basic.rabit: basic.cc lib
broadcast.rabit: broadcast.cc lib
$(BIN) :
$(CXX) $(CFLAGS) -o $@ $(filter %.cpp %.o %.c %.cc, $^) $(LDFLAGS) -lrabit

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@ -1,11 +1,13 @@
Tutorial of Rabit
=====
This is an tutorial of rabit, a Reliable Allreduce and Broadcast interface.
This is an tutorial of rabit, a ***Reliable Allreduce and Broadcast interface***.
To run the examples locally, you will need to type ```make``` to build all the examples.
**List of Topics**
* [What is Allreduce](#what-is-allreduce)
* [Common Usecase of Allreduce](#common-use-case)
* [Common Use Case](#common-use-case)
* [Structure of Rabit Program](#structure-of-rabit-program)
* [Fault Tolerance](#fault-tolerance)
What is Allreduce
=====
@ -42,13 +44,118 @@ The ```rabit::GetRank()``` function return the rank of current process.
Before the call the allreduce, process 0 contains array ```a = {0, 1, 2}```, while process 1 have array
```a = {1, 2, 3}```. After the call of Allreduce, the array contents in all processes are replaced by the
reduction result (in this case, the maximum value in each position across all the processes). So after the
Allreduce call, the result will become ```a={1, 2, 3}```.
Allreduce call, the result will become ```a = {1, 2, 3}```.
Rabit provides different reduction operators, for example, you can change ```op::Max``` to ```op::Sum```,
then the reduction operation will become the summation, and the result will become ```a = {1, 3, 5}```.
You can also run example with different processes by setting -n to different values, to see the outcomming result.
Rabit provides different reduction operators, for example, you can change ```op::Max``` to ```op::Sum```, to change
the reduction method from maximum to summation.
Broadcast is another method provided by rabit besides Allreduce, this function allows one node to broadcast its
local data to all the other nodes. The following code in [broadcast.cc](broadcast.cc) broadcast a string from
node 0 to all other nodes.
```c++
#include <rabit.h>
using namespace rabit;
const int N = 3;
int main(int argc, char *argv[]) {
rabit::Init(argc, argv);
std::string s;
if (rabit::GetRank() == 0) s = "hello world";
printf("@node[%d] before-broadcast: s=\"%s\"\n",
rabit::GetRank(), s.c_str());
// broadcast s from node 0 to all other nodes
rabit::Broadcast(&s, 0);
printf("@node[%d] after-broadcast: s=\"%s\"\n",
rabit::GetRank(), s.c_str());
rabit::Finalize();
return 0;
}
```
You can run the program by the following command, using three workers.
```bash
../tracker/rabit_demo.py -n 3 broadcast.rabit
```
Besides string, rabit also allows broadcast of constant size array and vector.
Common Use Case
=====
Many distributed machine learning algorithm involves dividing the data into each node,
compute statistics locally and aggregates them together. Such process is usually done repeatively in
many iterations before the algorithm converge. Allreduce naturally meets the need of such programs,
common use cases include:
* Aggregation of gradient values, which can be used in optimization methods such as L-BFGS.
* Aggregation of other statistics, which can be used in KMeans and Gaussian Mixture Model.
* Find the best split candidate and aggregation of split statistics, used for tree based models.
The main purpose of Rabit is to provide reliable and portable library for distributed machine learning programs.
So that the program can be run reliably on different types of platforms.
Structure of Rabit Program
=====
The following code illustrates the common structure of rabit program. This is an abstract example,
you can also refer to [kmeans.cc](../toolkit/kmeans.cc) for an example implementation of kmeans.
```c++
#include <rabit.h>
int main(int argc, char *argv[]) {
...
rabit::Init(argc, argv);
// load the latest checked model
int version = rabit::LoadCheckPoint(&model);
// initialize the model if it is the first version
if (version == 0) model.InitModel();
// the version number marks the iteration to resume
for (int iter = version; iter < max_iter; ++iter) {
// model should be sufficient variable at this point
...
// each iteration can contain multiple calls of allreduce/broadcast
rabit::Allreduce(&data[0], n);
...
// checkpoint model after one iteration finishes
rabit::CheckPoint(&model);
}
rabit::Finalize();
return 0;
}
```
Besides the common Allreduce and Broadcast function, there are two additional functions: ```CheckPoint```
and ```CheckPoint```. These two functions are used for fault-tolerance purpose.
Common machine learning programs involves several iterations. In each iteration, we start from a model, do some calls
to Allreduce or Broadcasts and update the model to a new one. The calling sequence in each iteration does not need to be the same.
* When the nodes start from beginning, LoadCheckPoint returns 0, and we can initialize the model.
* ```CheckPoint``` saves the model after each iteration.
- Efficiency Note: the model is only kept in local memory and no save to disk is involved in Checkpoint
* When a node goes down and restarts, ```LoadCheckPoint``` will recover the latest saved model, and
* When a node goes down, the rest of the node will block in the call of Allreduce/Broadcast and helps
the recovery of the failure nodes, util it catches up.
Please also see the next section for introduction of fault tolerance procedure in rabit.
Fault Tolerance
=====
This section introduces the how fault tolerance works in rabit.
We can use the following figure to show the how rabit deals with failures.
![](http://homes.cs.washington.edu/~tqchen/rabit/fig/fault-tol.png)
The scenario is as follows:
* Node 1 fails between the first and second call of Allreduce after the latest checkpoint
* Other nodes stay in the call of second Allreduce to help node 1 to recover.
* When node 1 restarts, it will call ```LoadCheckPoint```, and get the latest checkpoint from one of the existing nodes.
* Then node 1 can start from the latest checkpoint and continue running.
* When node 1 call the first Allreduce again, because the other nodes already knows the result of allreduce, node 1 can get the result from one of the nodes.
* When node 1 reaches the second Allreduce, other nodes find out that node 1 has catched up and they can continue the program normally.
We can find that this fault tolerance model is based on the a key property of Allreduce and Broadcast:
All the nodes get the same result when calling Allreduce/Broadcast. Because of this property, we can have some node records the history,
and when a node recovers, the result can be forwarded to the recovering node.
The checkpoint is introduced so that we do not have to discard the history before the checkpoint, so that the iterative program can be more
efficient. The strategy of rabit is different from fail-restart strategy where all the nodes restarts from checkpoint
when any of the node fails. All the program only block in the Allreduce call to help the recovery, and the checkpoint is only saved locally without
touching the disk. This makes rabit program more reliable and efficient.
This is an conceptual introduction to the fault tolerant model of rabit. The actual implementation is more sophiscated,
and can deal with more complicated cases such as multiple nodes failure and node failure during recovery phase.

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@ -18,7 +18,7 @@ lib:
libmpi:
cd ..;make lib/librabit_mpi.a;cd -
kmeans.o: kmeans.cpp ../src/*.h
kmeans.o: kmeans.cc ../src/*.h
# we can link against MPI version to get use MPI
kmeans.rabit: kmeans.o lib

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@ -1,3 +1,8 @@
Toolkit
====
This folder contains example toolkit developed using rabit
KMeans
====
* Kmeans taks in LIBSVM format
* You will need a dummy label field at beginning of all the lines to get KMeans

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@ -43,7 +43,7 @@ struct SparseMat {
feat_dim = 0;
float label; bool init = true;
char tmp[1024];
while (fscanf(file, "%s", tmp) == 1) {
while (fscanf(fi, "%s", tmp) == 1) {
Entry e;
if (sscanf(tmp, "%u:%f", &e.findex, &e.fvalue) == 2) {
data.push_back(e);