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Time Series Data With
Apache Cassandra
Berlin Buzzwords
May 27, 2014
Eric Evans
eevans@opennms.org
@jericevans
Open
Open
Open

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Network
Management
System
OpenNMS: What It Is
● Network Management System
○ Discovery and Provisioning
○ Service monitoring
○ Data collection
○ Event management, notifications
● Java, open source, GPLv3
● Since 1999
Time series: RRDTool
● Round Robin Database
● First released 1999
● Time series storage
● File-based, constant-size, self-maintaining
● Automatic, incremental aggregation

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… and oh yeah, graphing
Consider
● 5+ IOPs per update (read-modify-write)!
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● 1,000,000s of metrics, 10,000s IOPS
● 15,000 RPM SAS drive, ~175-200 IOPS
Time Series Data with Apache Cassandra
Hmmm
We collect and write a great deal; We read
(graph) relatively little.
So why are we aggregating everything?

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In class, we discussed min-heaps. In a min-heap the element of the heap with ...
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In class, we discussed min-heaps. In a min-heap the element of the heap with the smallest key is the root of a binary tree. A max-heap has as root always the element with the biggest key and the relationship between the keys of a node and its parent is less than or equal (). Your task is to develop your own binary tree ADT and your own flex-heap ADT. The flex-heap ADT must implement a min- as well as a max-heap. Apparently, instead of defining a removeMin or removeMax operation you will only provide a remove operation in your flex-heap. It must be implemented using your binary tree ADT. You have to implement these two ADTs in Java. The flex-heap ADT has to additionally support the dynamic switch from a min- to a max-heap and vice versa: remove() removes and returns the element with the smallest or biggest key value depending on the heap status (min-heap vs. max-heap) and repairs the flex-heap afterwards accordingly. toggleHeap() transforms a min- to a max-heap or vice versa. switchMinHeap() transforms a max- to a min-heap. switchMaxHeap() transforms a min- to a max-heap. Binary trees must be implemented with an extendable array-list similar to what we discussed in class and in §7.3.5 of the textbook. You are not allowed to implement trees with lists. Further, you are not allowed to use any array-list, queue, vector, (binary) tree, or heap interfaces already available in Java. Your toggleHeap, switchMinHeap, and switchMaxHeap operations must run in O(n) time. All other flex-heap operations must be either in O(1) or O(log n). You may safely assume for the binary tree and flex-heap ADT that keys are of type integer and values are of type character. So, the use of generics is not required. You have to submit the following deliverables: a) Specification of the binary tree and flex-heap ADTs including comments about assumptions and semantics (especially about the 3 added flex-heap operations). b) Pseudo code of your implementation of the binary tree and flex-heap ADTs. Keep in mind that Java code will not be considered as pseudo code. Your pseudo code must be on a higher and more abstract level. c) Well-formatted and documented Java source code and the corresponding executable jar file with at least 20 different but representative examples demonstrating the functionality of your implemented ADTs. These examples should demonstrate all cases of your ADT functionality (e.g., all operations of your ADTs, sufficient sizes of flex-heaps, sufficient number of down and up-heap, toggleHeap, switchMinHeap, and switchMaxHeap operations). You must have separate tests for each ADT but the majority of tests should cover flex-heaps because they are implemented using binary trees.

Also
● Not everything is a graph
● Inflexible
● Incremental backups impractical
● Availability subject to filesystem access
TIL
Metrics typically appear in groups that are
accessed together.
Optimizing storage for grouped access is a
great idea!
What OpenNMS needs:
● High throughput
● High availability
● Late aggregation
● Grouped storage/retrieval
Cassandra
● Apache top-level project
● Distributed database
● Highly available
● High throughput
● Tunable consistency

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