The Evolution of Specialization in the EU15 Knowledge Space

Similar documents
10A04 Quality of Life for Competitiveness in the Nuremberg Metropolitan Region (Scotland House)

Stochastic kernel and conditioning schemes: a study about the influence of spatial factor on agriculture of EU NUTS2

Are knowledge flows all Alike? Evidence from EU regions (preliminary results)

Structural and demand-led regional economic growth:

INNOVATION NETWORKS AND KNOWLEDGE FLOWS ACROSS THE EUROPEAN REGIONS

LABORATOIRE D'ANALYSE ET DE TECHNIQUES ÉCONOMIQUES

Distinct spatial characteristics of industrial and public research collaborations: Evidence from the 5 th EU Framework Programme

Regional cooperation: evidence from European cooperative innovation networks

Inter-regional betweenness centrality in the European R&D network: Empirical investigation using European Framework data

An investigation of interregional trade network structures

Inventor collaboration and its' persistence across European regions

«Convergence, Patenting Activity and. Geographic Spillovers:A Spatial Econometric. Analysis for European Regions» Karine PELLIER.

Total factor productivity effects of interregional knowledge spillovers in manufacturing industries across Europe

The Geographic Distribution of Patents and Value Added. Across European Regions

The Geography of Knowledge Spillovers Between High-Technology Firms in Europe: Evidence from a Spatial Interaction Modeling Perspective

Controlling for Time Invariant Heterogeneity

Parts Manual. EPIC II Critical Care Bed REF 2031

Davide Fiaschi - Lisa Gianmoena - Angela Parenti

Specialization versus spatial concentration: Which approach better defines the impact of economic integration? The case of the Romania s regions

NSPA Forum. Presentation of the Study findings Dr Benito Giordano. Sundsvall, 19th April 2012

An Estimate of the Degree of Interconnectedness between European Regions: A Bayesian Model Averaging Approach

It's Not Right But It's Okay: On the Measurement of Intra- and International Trade Distances* Volker Nitsch Bankgesellschaft Berlin

M4D Data Quality Check

Human Capital Accumulation and Geography: Empirical Evidence from the European Union

The Cohesion vs Growth Tradeoff: Evidence from EU Regions ( )

REGIONAL DISPARITIES IN THE EUROPEAN UNION AND THE ENLARGEMENT PROCESS: AN EXPLORATORY SPATIAL DATA ANALYSIS, Cem Ertur and Wilfried Koch

I M P O R T A N T S A F E T Y I N S T R U C T I O N S W h e n u s i n g t h i s e l e c t r o n i c d e v i c e, b a s i c p r e c a u t i o n s s h o

REGIONAL PATTERNS OF KIS (KNOWLEDGE INTENSIVE SERVICES) ACTIVITIES: A EUROPEAN PERSPECTIVE

United States Patent [19]

The Process of Spatial Data Harmonization in Italy. Geom. Paola Ronzino

Austrian Institute of Technology (AIT), Vienna, Austria

TEPZZ 89955_A T EP A2 (19) (11) EP A2 (12) EUROPEAN PATENT APPLICATION. (51) Int Cl.: G01R 15/20 ( )

3. CRITERIA FOR SPATIAL DIFFERENTIATION SPESP

June Study coordinated by ADE

Enhancing indicators on urban public transport in combination with geostatistics

Transforming innovation models in European regions: Breaking out of path dependency and growing faster?

Regional Technical Efficiency in Europe

CAEE The case for agglomeration economies in Europe. Targeted Analysis 2013/2/1

Government quality and the economic returns of transport infrastructure investment in European regions

SPATIAL HIERARCHICAL ANALYSIS OF ITALIAN REGIONS

Does it matter where patent citations come from? Inventor versus examiner citations in European patents

TEPZZ A_T EP A1 (19) (11) EP A1. (12) EUROPEAN PATENT APPLICATION published in accordance with Art.

Lecture 9: Location Effects, Economic Geography and Regional Policy

DEPENDENCE OF THE LOCATION OF THE EUROPEAN CAPITALS AND COMPETITIVENESS OF THE REGIONS

Synchronous Sequential Circuit Design

The Spatial Organization of Multinational Firms

*EP A1* EP A1 (19) (11) EP A1. (12) EUROPEAN PATENT APPLICATION published in accordance with Art.

EP A1 (19) (11) EP A1 (12) EUROPEAN PATENT APPLICATION. (51) Int Cl.: B01D 9/00 ( )

TEPZZ A T EP A2 (19) (11) EP A2 (12) EUROPEAN PATENT APPLICATION. (51) Int Cl.: H02M 7/483 ( )

Regional Business Cycles in Europe. Dating and clustering

oligomerization to polymerization of 1-hexene catalyzed by an NHC-zirconium complex

IT CLUSTERS IN THE EUROPEAN UNION AND THE LOCATION SIGNIFICANCE. Anca DACHIN

TEPZZ A_T EP A1 (19) (11) EP A1 (12) EUROPEAN PATENT APPLICATION. (51) Int Cl.: G01J 5/62 ( ) G01J 3/28 (2006.

GERMANY CITIES IN EUROPE AND CENTRAL ASIA METHODOLOGY. Public Disclosure Authorized. Public Disclosure Authorized. Public Disclosure Authorized

TEPZZ 6_Z6_ A_T EP A1 (19) (11) EP A1 (12) EUROPEAN PATENT APPLICATION. (51) Int Cl.:

Data Analysis: Resources - Periodicals

Intra-distribution dynamics of regional percapita income in Europe: evidence from alternative conditional density estimators

Spatial Patterns of Innovation and Trade Competitiveness

A Spatial Econometric Approach to Model the Growth of Tourism Flows to China Cities

TOTAL FACTOR PRODUCTIVITY, INTANGIBLE ASSETS AND SPATIAL DEPENDENCE IN THE EUROPEAN REGIONS. Barbara Dettori Emanuela Marrocu Raffaele Paci

The Spatial Organization of Multinational Firms

Spatial Temporal Models for Retail Credit

A multilevel strategy for tourism development at regional level The case of the Marche Region

Applied Microeconometrics (L5): Panel Data-Basics

Lending Dynamism to Innovative Capacity in the Periphery of Europe

Learning gradients: prescriptive models

Do clusters generate greater innovation and growth?

Regional economic growth and environmental efficiency in greenhouse emissions: A conditional directional distance function approach

Latent Semantic Indexing (LSI) CE-324: Modern Information Retrieval Sharif University of Technology

EARTH OBSERVATION FOR ENVIRONMENTAL AND HEALTH IMPACT ASSESSMENT A METHODOLOGY WITH SYNERGIES FOR EUROPEAN POLICIES

Axel Ssymank. Bundesamt für Naturschutz

(12) United States Patent

United States Patent (19) Tanaka

Urban Revival in America

The Use of Spatial Weights Matrices and the Effect of Geometry and Geographical Scale

Perception and Evaluation of Regional and Cohesion Policies by Europeans and Identification with the Values of Europe PERCEIVE. GA No.

(12) United States Patent (10) Patent No.: US 6,508,132 B1. Lohr et al. (45) Date of Patent: Jan. 21, 2003

Governance approaches to ruralurban partnerships: a functional perspective to policy making

Economic Growth in European City Regions A New Turn for Peripheral Regions in CEE Member States After the EU Enlargements of 2004/2007?

4. Probability of an event A for equally likely outcomes:

Dieudonné modules, part I: a study of primitively generated Hopf algebras

Directorate C: National Accounts, Prices and Key Indicators Unit C.3: Statistics for administrative purposes

1. Demand for property on the coast

Geographical Advantage: Home Market Effect in a Multi-Region World

Modeling of Overhead Power Lines for Broadband PLC Applications.

Non-parametric bootstrap mean squared error estimation for M-quantile estimates of small area means, quantiles and poverty indicators

Panel Data Models. Chapter 5. Financial Econometrics. Michael Hauser WS17/18 1 / 63

Conglomerate Formation in China

MKTG 555: Marketing Models

Quiz 2 Solutions Room 10 Evans Hall, 2:10pm Tuesday April 2 (Open Katz only, Calculators OK, 1hr 20mins)

2.- Area of built-up land

Extensive Form Games with Perfect Information

Agglomeration Economies: Localisation or Urbanisation? Structural Models for More and Less Developed European Regions

on Failed R&D Cooperation Empirical Evidences Université Panthéon-Assas Paris II Fabrice Galia Stéphane Lhuillery ERMES - FRE 2887 CNRS

Variables and Variable De nitions

DISCUSSION PAPERS IN ECONOMICS

Ninth ARTNeT Capacity Building Workshop for Trade Research "Trade Flows and Trade Policy Analysis"

USING DOWNSCALED POPULATION IN LOCAL DATA GENERATION

Spatial competition in the retail industry: evidence from Italy

What attracts knowledge workers? The role of space, social connections, institutions, jobs and amenities

Transcription:

The Evolution of Specialization in the EU15 Knowledge Space 1981-2005 Dieter Franz Kogler Jürgen Essletzbichler David L. Rigby School of Geography, Planning & Env. Policy University College Dublin; UCD University College London; UCL University of California, Los Angeles; UCLA

OBJECTIVES Construct EU15 knowledge space & explore evolution of technological structure since ~1980 Examine technological specialization/relatedness in NUTS2 regions Decompose shifts in technological specialization at NUTS2 level Explore contribution of entry/exit/selection

EPO DATA 1975 to 2005 Patent data useful proxy of inventive output (long time-series, spatial disaggregation, technological detail, information on inventors, co-inventor relations & assignees) EPO patents Each patent developed by at least one EU15 inventor 629 IPC technology classes (tens of thousands sub-classes) Timeframe priority date (5-year periods) 1981-1985 1 1986-1990 2 1991-1995 3 1996-2000 4 2001-2005 5

EPO PATENT DATA Patent Classification Inventor(s) Priority Date Assignee

81-85 REGIONAL INVENTIVENESS NUTS 2 Region 81-85 NUTS 2 Region 81-85 1 FR10 Ile de France 7,745 11 ITC4 Lombardia 1,912 2 DE21 Oberbayern 4,966 12 DE25 Mittelfranken 1,497 3 DE71 Darmstadt 4,207 13 DE13 Freiburg 1,426 4 DEA1 Dusseldorf 3,741 14 DEA5 Arnsberg 1,296 5 DEA2 Koln 3,714 15 UKJ2 Surrey, E&W Sussex 1,260 6 DE11 Stuttgart 2,981 16 SE11 Stockholm 1,198 7 FR71 Rhone-Alpes 2,226 17 UKJ1 Berks, Bucks & Oxon 1,120 8 DE12 Karlsruhe 2,130 18 DE14 Tubingen 1,003 9 NL41 Noord-Brabant 2,090 19 ITC1 Piemonte 987 10 DEB3 Rheinhessen-Pfalz 2,073 20 UKI2 Outer London 896 01-05 NUTS 2 Region 01-05 NUTS 2 Region 01-05 1 FR10 Ile de France 15,312 11 DE13 Freiburg 4,908 2 DE11 Stuttgart 13,050 12 DE14 Tubingen 4,387 3 DE21 Oberbayern 12,198 13 DEB3 Rheinhessen-Pfalz 4,211 4 NL41 Noord-Brabant 9,749 14 FI18 Etela-Suomi 4,021 5 DE71 Darmstadt 7,361 15 DE25 Mittelfranken 3,956 6 DEA2 Koln 7,315 16 ITD5 Emilia-Romagna 3,607 7 ITC4 Lombardia 7,032 17 DEA5 Arnsberg 3,483 8 DEA1 Dusseldorf 6,961 18 SE11 Stockholm 3,055 9 DE12 Karlsruhe 6,768 19 DE30 Berlin 2,982 10 FR71 Rhone-Alpes 6,510 20 DK01 Hovedstaden 2,860

THE EU KNOWLEDGE SPACE [CO-OCCURRENCE OF PATENT CLASSES] The (629 x 629) symmetric technology class co-occurrence matrix The following are matrix entries for a patent that makes 5 separate knowledge claims in 2 distinct technology classes, i.e. H02B, H02J. There are 5 separate knowledge claims, 4 in H02J and 1 in H02B, i.e. the patent class field reads: H02J, H02J, H02J, H02J, H02B H02A H02B H02C H02D H02E H02F H02G H02H H02I H02J H02K H02L H02A H02B 1 H02C H02D H02E H02F H02G H02H H02I H02J 4 H02K H02L IPC Class Definition: Section H= ELECTRICITY H20 = GENERATION, CONVERSION, OR DISTRIBUTION OF ELECTRIC POWER H02B = BOARDS, SUBSTATIONS, OR SWITCHING ARRANGEMENTS FOR THE SUPPLY OR DISTRIBUTION OF ELECTRIC POWER H02J = CIRCUIT ARRANGEMENTS OR SYSTEMS FOR SUPPLYING OR DISTRIBUTING ELECTRIC POWER; SYSTEMS FOR STORING ELECTRIC ENERGY

THE EUROPEAN KNOWLEDGE SPACE 1981-1985 2001-2005 Electrical Eng.; Electronics (RED) Instruments (GREEN) Chemicals; Materials (BLACK) Pharmaceuticals; Biotechnology (YELLOW) Industrial Processes (BLUE) Mechanical; Machines; Transport (PURPLE) Consumer Goods; Civil Eng. (GREY)

AVERAGE RELATEDNESS The average relatedness for patents (in any region) in time period t is: AR t = i j S ij t (N i t N j t ) + 2N i t i P t P t 1 for i j where S ij t measures the technological relatedness between patents in technology classes i and j, P t is a count of the total number of patents in year t, and where N i t counts the number of patents in technology class i in year t. The numerator of this expression is the product of the links between all pairs of patents in a region. This measure is readily adapted to examine relatedness within regions at different scales and within/across different technological classes.

AVERAGE RELATEDNESS OVERALL & BY SECTOR Time Period Overall Average Relatedness Overall Avg Relatedness = steady increase (increasing specialization) Sectoral Avg Relatedness = variations in magnitude and direction 1981-85 0.0095 1986-90 0.0097 1991-95 0.0102 1996-00 0.0115 2001-05 0.0129 +35% avg avg high high avg low low Time Electrical Instru- Chemicals Pharma- Industrial Mechanical Consumer Period Eng. & ments Materials ceuticals Processes Machines Goods & Electronics Biotech. Transport Civil Eng. 1981-85 0.045 0.054 0.078 0.290 0.041 0.017 0.035 1986-90 0.045 0.055 0.072 0.299 0.042 0.018 0.038 1991-95 0.047 0.054 0.069 0.336 0.044 0.018 0.039 1996-00 0.059 0.060 0.063 0.350 0.043 0.020 0.040 2001-05 0.071 0.065 0.067 0.347 0.043 0.020 0.042 +56% +22% -17% +21% +5% +19% +20%

1981-85 REGIONAL AVG RLTD almost three-quarters of observed NUTS 2 regions register gains in measures of technological specialization between 1981-85 and 2001-05 2001-05 change in the median (mean) between the two time periods: 0.016 (0.021) 0.023 (0.028) the coefficient of variation is 0.714 in both time-periods relatedness values in the first time-period ranged from 0.006 to 0.127; in the second time-period they ranged from 0.010 to 0.137

DECOMPOSING REGIONAL CHANGES IN TECHNOLOGICAL SPECIALIZATION (AVERAGE RELATEDNESS) AR t+1 r AR t r = S t+1 t ijr S ijr t x ijr + x t+1 t ijr x ijr t S ijr AR r t + ij INC ij INC S t+1 t ijr S ijr x t+1 t ijr x ijr + S t+1 t ijr AR r x t+1 ijr t (S ijr AR t t r )x ijr ij INC ij N ij X Separate effects of: Entry of regions into new technological classes Exit of regions from existing technological classes Selection (differential growth) of incumbent technological classes Changes in technological relatedness between classes over time

COMPONENTS OF CHANGE IN REGIONAL TECHNOLOGICAL SPECIALIZATION Period Regional change - Avg. Relatedness Incumbent, Selection, Covariance Entry Exit 1981-90 -0.00003 0.00053-0.00247 0.00191 % 23.0-43.4 33.6 1986-95 0.00177 0.00185-0.00191 0.00183 % 39.1-31.1 29.8 1991-00 0.00232 0.00289-0.00216 0.00159 % 48.4-29.7 21.9 1996-05 0.00103 0.00109-0.00176 0.00169 % 37.0-32.1 30.9 1981-05 Average % 36.8-34.2 29.0 Note: The values are weighted means for all regions with more than 50 patents. The weights are the number of patents at the beginning of each period. The percentages reflect the share of each component divided by the sum of their absolute values.

DECOMPOSITION SHARE OF INCUMBENT, SELECTION AND COVARIANCE 1981-2005 100 80 60 40 20 0 1 177-20 -40-60 -80-100 Rank ID NUTS Region ISC % 1 FR10 Ile de France 98.947 2 SE11 Stockholm 96.532 3 DE11 Stuttgart 95.220 4 FR52 Bretagne 93.378 5 DE21 Oberbayern 92.952 : : - : - : 173 DEA1 Dusseldorf -63.331 174 DE94 Weser-Ems -66.496 175 ITC4 Lombardia -73.523 176 DEA2 Koln -80.768 177 DEB3 Rheinh.-Pfalz -82.769 In about 2/3 of all regions incumbents increase technological specialization

DECOMPOSITION SHARE OF ENTRY 1981-2005 100 80 60 40 20 0 1 177-20 -40-60 -80-100 Rank ID NUTS Region ENTRY % 1 IE01 Border, Midl. 97.624 2 ES24 Aragon 97.330 3 FI19 Lansi-Suomi 92.057 4 FR25 Basse-Normand. 83.697 5 ES11 Galicia 80.398 : : - : - : 173 ES22 Com. Foral d.n. -66.856 174 AT22 Steiermark -69.652 175 AT11 Burgenland (A) -72.726 176 DE93 Luneburg -75.075 177 ES61 Andalucia -77.179 In most regions, entry lowers technological specialization

DECOMPOSITION SHARE OF EXIT 1981-2005 20 10 0 1 177-10 -20-30 -40-50 -60 Rank ID NUTS Region EXIT % 1 ITF6 Calabria 14.238 2 ES22 Com. Foral d.n. 11.465 3 ES11 Galicia 8.930 4 IE01 Border, Midl. -0.376 5 FR10 Ile de France -0.612 : : - : - : 173 UKG3 West Midlands -47.432 174 UKG2 Shrop. & Staff. -47.457 175 BE21 Prov. Antwerpen -48.361 176 UKJ2 Surrey, E&W SX -50.143 177 GR12 Kentriki Maked. -52.030 In more or less all regions, exit increases tech. specialization

CHANGE IN REGIONAL TECHNOLOGICAL SPECIALIZATION FR10 Ile de France 78-82 83-87 88-92 93-97 98-02 03-07 patents 5,942 8,595 10,735 11,147 14,655 15,647 firms 1,100 1,592 1,838 1,862 2,241 2,332 classes 527 563 560 543 551 550 r_pat 1 1 1 1 1 1 r_arltdn 171 187 187 168 130 136 FI18 Etela-Suomi 78-82 83-87 88-92 93-97 98-02 03-07 patents 193 615 1,249 2,313 3,945 3,827 firms 72 207 322 494 709 730 classes 155 305 383 415 450 433 r_pat 75 43 26 16 12 16 r_arltdn 57 154 171 97 41 39

CHANGE IN REGIONAL TECHNOLOGICAL SPECIALIZATION ITG1 Sicilia 78-82 83-87 88-92 93-97 98-02 03-07 patents 22 62 123 212 337 340 firms 6 26 41 35 70 105 classes 27 74 116 116 173 156 r_pat 151 141 133 128 129 134 r_arltdn 50 24 7 7 20 33 UKM5 North Eastern Scotland 78-82 83-87 88-92 93-97 98-02 03-07 patents 29 86 123 212 324 340 firms 20 55 78 116 139 142 classes 29 71 90 119 139 123 r_pat 145 132 132 126 134 135 r_arltdn 11 6 3 3 4 2

ENTRY & EXIT OF TECHNOLOGIES IN REGIONS Y i rt = α + β 1 TechProx i rt 1 + β 2 GeogProx i rt 1 + β 3 ሚSocialProx i rt 1 + βcov i rt 1 + βt + rt ε i ǁ where the binary dependent variable assumes the value 0 or 1, and represents the probability of region r in year t exhibiting relative technological specialization in technology class i. TechProx is the time-lagged value of the total distance (in units of technological relatedness) between each technology class i and all other technology classes where the city exhibits relative technological specialization. GeogProx is a time-lagged and spatially weighted measure of knowledge flows to region r from all NUTS2 regions that have relative technological specialization in technology class i. SocialProx is a time-lagged measure of the strength of co-inventor linkages between a region and its neighbors within each technology class. Cov is a matrix of region and time specific covariates and T is a time fixed effect. The final term is an error assumed to possess the usual properties. The ~ indicates that each of the variables has been demeaned with respect to time. This model specification has the major advantage of eliminating omitted variable bias of a form that is fixed over time.

ENTRY & EXIT OF TECHNOLOGIES IN REGIONS (TECHNOLOGICAL, SOCIAL & SPATIAL PROXIMITY) ENTRY EXIT Independent FE Logit FE Logit FE Logit FE Logit Variables L. Tech Proximity 2.5180*** 2.3278*** -1.5073*** -1.1095*** (0.0969) (0.0978) (0.1310) (0.1340) L. Geog Proximity 0.0670*** -0.0990*** (0.0027) (0.0055) L. Social Proximity 0.0405*** 0.0041 (0.008) (0.0063) L. Inventor Count 0.0039-0.0031-0.0650*** -0.0647*** (0.0047) (0.0046) (0.0071) (0.0077) No. observations 88,449 88,449 31,360 31,360 LL Notes: FE is fixed effects. * represents significant at the 0.1 level, ** significant at the 0.05 level, *** significant at the 0.01 level. The L prefix shows that the independent variables are lagged one time period.

CONCLUSION Significant differences in average relatedness (technological specialization) between EU15 NUTS2 Over time, specialization increases in most regions Average growth in specialization ~ 35% Specialization driven by differences in patterns of technological entry, exit, selection and by shifts in technological relatedness over space and time Existing regional capabilities have strong influence on future possibilities through patterns of entry and exit (spatial effects stronger than social effects?)