Patent thickets are a hot topic at the moment, but are often defined in a conceptual rather than objective sense. For example, Carl Shapiro of Berkely defined a patent thicket in 1991 as:
An overlapping set of patent rights requiring those seeking to commercialise new technology obtain licenses from multiple patentees.
These days, we might use a slightly amended definition:
An overlapping set of patent rights requiring those seeking to commercialise new technology obtain licenses from one or multiple patentees.
Many of us would probably claim to be able to recognise a patent thicket when we see one, but it is also useful to be able to objectively quantify the presence and strength of a patent thicket. Network Patent Analysis (NPA) is ideally suited to this, due to its algorithms that can precisely cluster similar patents together, independently of whether these patents share keywords or IPC codes. Other algorithms are able to define the relationship strength between each of the individual patents in the cluster, and the ranking of these patents within the cluster.
A typical cluster is illustrated below - this shows the leading patents and their owners in the mobile data access cluster of our smartphone report.

Ranking scores in turn can be used to assign 'patent points' to each patent in the cluster, so in a cluster of 5 patents, the top ranked patent has 5 points, and the last ranked patent 1 point. This in turn allows the comparison of individual patent owners within larger clusters in a more meaningful way than just counting patent portfolios.
So how can we apply these algorithms to patent thickets? A patent cluster can be regarded as a type of patent thicket. By looking at the average relationship strength within these clusters, we can estimate the degree of overlap, and therefore come up with a figure for 'Cluster thicket density'.
And by looking at the relative 'patent point' scores for different patent owners, we can start to understand the relative dominance of these clusters by individual patent owners. And since patent thickets are a legal concept, we might limit such analysis to the patents in the cluster that are less than 20 years old, since patents older than this will be expired (although a patent historian might include this in their analysis).
In the figure below, we have looked at cluster densities for the three largest clusters for a range of projects, being the published smartphone and Azheimer's reports, and three unpublished projects. These value range from 24.3 for the largest cluster (Peptides and antibodies) down to 1.6 for a mining project we have done.

We were initially surprised to see that smartphone technologies did not have the highest cluster density. However what has made the smartphone patent wars so complex is that companies are litigating over a wide range of technologies that make up a smartphone. In comparison, a smaller range of technologies might be found within a drug, but the potential very high value of this drug might encouraging a plethora of patent filing around these key techologies.
We can also look further at the details of these clusters. In the table below, we have only looked at the largest cluster for each technology, but it is self-evident that the analysis could be extended into any of these clusters within the project.
It should be noted too that the size of the clusters, as we have defined them, depends heavily on one of our settings in our process (which defines how many patents we show in the final patent landscape map). If we use different setting we would end up with a different cluster size, and so this figure is given for completeness only. However the other parameters should be far less dependant on this process setting.
|
Project |
Subject matter of largest cluster |
Size of cluster (patents <20 years old)) |
Cluster density |
Leading patent owner (proportion of 'patent points) |
2nd ranked patent owner
(proportion of patent points |
|
Alzheimer's treatments |
Peptides and anti-bodides |
299 patents | 24.5 |
Elan (12%) |
Elan/Johnson and Johnson (11%) |
| Litigated smartphone patents | Mobile data access | 941 patents | 10.5 |
Research in Motion (18%) |
Microsoft (8.3%) |
| ICT project |
Confidential |
384 patents | 15.8 | Confidential (45%) | Confidential (10%) |
|
Mechanical engineering project |
" | 435 patents | 8.5 | " (6.2%) | " (5.1%) |
|
Mining project |
" | 65 patents | 1.6 | " (26%) | " (24%) |
So as you can see, there are a range of results. Cluster size ranges from 65 to 941 patents (but note the dependence on NPA process settings). The proportion of 'patent points' owned by the leading patent owner in the top cluster ranges from 45% for an ICT project, to just 6.2% for a mechanical engineering project. There does not appear to be any direct relationship between cluster size, and cluster density. Similarily, there is no relationship between the proportion of the cluster owned by the leading patent owner, and other parameters. In short, every cluster (patent thicket) is different and needs be considered as such.
But in summary, yes it is possible to quantify a patent thicket (otherwise known as cluster), in any of technology, and to determine how strong the leading patent owner is within this cluster.

