THE ADJACENT POSSIBLE
The Adjacent Possible is an idea factory designed as a cross-industry Open Innovation Studio. We generate new ideas that can become patents, products, or even companies. Our mission is to connect global technology ecosystems that co-develop common patent applications from different perspectives. We are serial innovators who create and license intellectual property.
THE ADJACENT POSSIBLE
Social Links:
Founded:
2021-05-01
Address:
Helsinki, Southern Finland, Finland
Country:
Finland
Website Url:
http://www.adjacentpossible.studio
Total Employee:
1+
Status:
Active
Email Addresses:
[email protected]
Total Funding:
0
Current Employees Featured
Founder
Investors List
European Union Agency for the Space Programme
European Union Agency for the Space Programme investment in Grant - The Adjacent Possible
Business Finland
Business Finland investment in Grant - The Adjacent Possible
Official Site Inspections
http://www.adjacentpossible.studio
- Host name: unalocated.63.wixsite.com
- IP address: 185.230.63.171
- Location: Ashburn United States
- Latitude: 39.018
- Longitude: -77.539
- Metro Code: 511
- Timezone: America/New_York
- Postal: 20147

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The Adjacent Possible Studio journey also includes receiving a set of key innovation-related grants from Business Finland, a public organization under the Finnish Ministry of Employment …See details»
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The Adjacent Possible Studio . About. Methodology. Services. Portfolio. Aviogel; Nearby X; Quasy Tech; Academic Initiatives. Feed. More. Reshaping the world one invention at a time. We explore the adjacent possible of ideas and …See details»
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These include the organization of conferences and seminars, dissemination of results and good practices, collaboration in development initiatives, and the provision of research services that …See details»
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The Adjacent Possible Studio | 38 followers on LinkedIn. You can change the world. One invention at a time. Just remember that every problem has a solution, and every dream has its day.See details»
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Jul 1, 2021 The Adjacent Possible General Information Description. Operator of an open innovation studio intended to generate ideas to focus on research and development and intellectual property.See details»
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Jan 26, 2023 The Adjacent Possible journey also includes receiving a set of key innovation-related grants from Business Finland, a public organization under the Finnish Ministry of Employment and the Economy, and a monetary award …See details»
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Our dream is to facilitate the interconnection of ecosystems around the world with proprietary technology. We explore the 'evolutionary potential' of the industrial patents in order to discover adjacent IP opportunities (Open Innovation - …See details»
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Adjacentpossible.studio. Reshaping the World one invention at a time. We explore the adjacent possible of existing ideas and inventions to create patents t...See details»
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Jan 30, 2023 The Adjacent Possible, an Open Innovation Studio with a focus on R&D and Intellectual Property, joins Nobody Studios to accelerate the company's ambitious mission to create 100 compelling ...See details»
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Launched in 2021, with headquarters in Helsinki, Finland, The Adjacent Possible is an Open Innovation Studio with a focus on R&D and Intellectual Property (IP).See details»
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How to traverse through a adjacency matrix? - Stack Overflow
Mar 27, 2013 It looks as though you're using an undirected graph and you probably want a non-cyclic path. The 2 easiest options you have are to do a breadth-first or depth-first walk over the …See details»
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The Adjacent Possible Studio . About. Methodology. Services. Portfolio. Aviogel; Nearby X; Quasy Tech; Academic Initiatives. Feed. More. Dive Into the New Age of Accelerated Discovery . Our …See details»
6 Directed Graphs - MIT OpenCourseWare
“mcs-ftl” — 2010/9/8 — 0:40 — page 193 — #199 6.2. Tournament Graphs b d c e f Figure 6.4 A 5-node tournament graph. The results of a round-robin tournament can be represented with a …See details»
The Adjacency Matrix. De nition 1. n - MIT Mathematics
2 F. GOTTI Proposition 3. 1 Let G be a simple graph on [n], and let A be the adjacency matrix of G. Then G is connected if and only if all the entries of (I n + A)n 1 are positive. Proof. We know …See details»
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