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Farkas, Miklós (b. 1932 d. 2007)

Author ID: farkas.miklos Recent zbMATH articles by "Farkas, Miklós"
Published as: Farkas, M.; Farkas, Miklós; Farkas, Miklos
External Links: MGP · Wikidata · GND · IdRef
Documents Indexed: 65 Publications since 1961, including 3 Books
4 Contributions as Editor
Reviewing Activity: 147 Reviews
Biographic References: 1 Publication
Co-Authors: 33 Co-Authors with 31 Joint Publications
728 Co-Co-Authors
all top 5

Serials

6 Alkalmazott Matematikai Lapok. A Magyar Tudomanyos Akademia. Matematikai es Fizikai Tudomanyok Osztalyanak Közlemenyei
4 Annales Universitatis Scientiarum Budapestinensis de Rolando Eötvös Nominatae. Sectio Mathematica
3 Acta Cientifica Venezolana
3 Journal of Mathematical Analysis and Applications
3 Differential Equations and Dynamical Systems
3 Nonlinear Analysis. Real World Applications
3 Colloquia Mathematica Societatis János Bolyai
3 Nonlinear Analysis. Theory, Methods & Applications
2 Zeitschrift für Angewandte Mathematik und Mechanik (ZAMM)
2 Annali di Matematica Pura ed Applicata. Serie Quarta
2 Applied Mathematics and Computation
2 Matematikai Lapok
2 Annales Universitatis Scientiarum Budapestinensis de Rolando Eötvös Nominatae. Sectio Computatorica
2 Acta Mathematica Hungarica
2 Acta Applicandae Mathematicae
1 Acta Mathematica Academiae Scientiarum Hungaricae
1 Acta Technica Academiae Scientiarum Hungaricae
1 Journal of Mathematical Biology
1 Rocky Mountain Journal of Mathematics
1 Acta Scientiarum Mathematicarum
1 Nigerian Journal of Science. Published for the Science Association of Nigeria
1 Nonlinear Analysis. Theory, Methods & Applications. Series A: Theory and Methods
1 Proceedings of the American Mathematical Society
1 Publicationes Mathematicae Debrecen
1 Studia Scientiarum Mathematicarum Hungarica
1 Southeast Asian Bulletin of Mathematics
1 SIAM Journal on Mathematical Analysis
1 Miskolc Mathematical Notes
1 Applied Mathematical Sciences

Publications by Year

Citations contained in zbMATH Open

60 Publications have been cited 482 times in 328 Documents Cited by Year
Periodic motions. Zbl 0805.34037
Farkas, Miklós
150
1994
Dynamical models in biology. Zbl 0972.92001
Farkas, Miklós
43
2001
Bifurcations in a predator-prey model with memory and diffusion. I: Andronov-Hopf bifurcation. Zbl 0809.92017
Cavani, M.; Farkas, M.
30
1994
Bifurcations in a predator-prey model with memory and diffusion. II: Turing bifurcation. Zbl 0809.92018
Cavani, M.; Farkas, M.
28
1994
Stable oscillations in a predator-prey model with time lag. Zbl 0536.92023
Farkas, M.
18
1984
ZIP bifurcation in a competition model. Zbl 0561.92015
Farkas, M.
15
1984
On the stability of stationary age distributions. Zbl 1014.92031
Farkas, M.
14
2002
Two ways of modelling cross-diffusion. Zbl 0893.35049
Farkas, M.
14
1997
Stability conditions for two predator one prey systems. Zbl 0669.92019
Farkas, M.; Freedman, H. I.
14
1989
Multiparameter bifurcation diagrams in predator-prey models with time lag. Zbl 0631.92016
Farkas, A.; Farkas, M.; Szabó, György
11
1988
The stable coexistence of competing species on a renewable resource. Zbl 0661.92021
Farkas, M.; Freedman, H. I.
10
1989
On the distribution of capital and labour in a closed economy. Zbl 0828.90015
Farkas, M.
9
1995
Competition in patchy environment with cross diffusion. Zbl 1074.92033
Aly, Shaban; Farkas, M.
9
2004
Investigations into a class of generalized two-dimensional Lotka-Volterra schemes. Zbl 0738.92023
Dancsó, András; Farkas, Henrik; Farkas, Miklós; Szabó, György
9
1991
Bifurcations in a predator–prey model in patchy environment with diffusion. Zbl 1082.92042
Aly, Shaban; Farkas, M.
8
2004
Competitive exclusion by zip bifurcation. Zbl 0648.92020
Farkas, M.
8
1987
Velcro bifurcation in competition models with generalized Holling functional response. Zbl 1089.92055
Farkas, M.; Sáez, E.; Szántó, I.
7
2005
Qualitative behaviour of a ratio-dependent predator-prey system. Zbl 1159.93352
Kovács, Sándor; Kiss, Krisztina; Farkas, Miklós
7
2009
Political and economic rationality leads to velcro bifurcation. Zbl 1046.91109
Bocsó, A.; Farkas, M.
5
2003
Determination of controllably periodic perturbed solutions by Poincaré’s method. Zbl 0275.34038
Farkas, M.
5
1973
Zip bifurcation in a reaction-diffusion system. Zbl 1171.35319
Farkas, Miklós; Ferreira, Jocirei D.
4
2007
Comparison of different ways of modelling cross-diffusion. Zbl 0980.35067
Farkas, M.
4
1999
Controllably periodic perturbations of autonomous systems. Zbl 0239.34016
Farkas, M.
4
1971
Prey-predator in patchy environment with cross diffusion. Zbl 1129.34031
Aly, Shaban; Farkas, M.
3
2005
On the stability of one-predator two-prey systems. Zbl 0728.92017
Farkas, M.
3
1990
Attractors of systems close to periodic ones. Zbl 0464.34035
Farkas, M.
3
1981
The attractor of Duffing’s equation under bounded perturbation. Zbl 0514.34043
Farkas, M.
3
1981
On perturbation of the kernel in infinite delay systems. Zbl 0848.34052
Farkas, M.; Stépan, G.
3
1992
Introduction to linear algebra. Zbl 0297.15001
Farkas, Irene; Farkas, Miklos
3
1975
On stability and geodesics. Zbl 0177.50304
Farkas, M.
3
1968
On Hopf bifurcation in a predator-prey model. Zbl 0617.92019
Farkas, A.; Farkas, M.; Kajtár, L.
2
1987
Stable coexistence and bifurcations in population dynamics. Zbl 0579.92022
Farkas, Miklós
2
1984
Spatial inhomogeneity due to Turing bifurcation in an economy. Zbl 0867.35044
Farkas, M.
2
1996
Estimates on the existence regions of perturbed periodic solutions. Zbl 0387.34034
Farkas, M.
2
1978
Asymptotic periodicity of delay differential equations. Zbl 0913.34058
Farkas, Miklos; Graef, John R.; Qian, Chuanxi
2
1998
On time-periodic patterns. Zbl 0994.35060
Farkas, M.
2
2001
On perturbations of van der Pol’s equation. Zbl 0268.34053
Farkas, I.; Farkas, M.
2
1973
On isolated periodic solutions of differential systems. Zbl 0322.34026
Farkas, M.
1
1975
The result of even allocation of funds for postgraduate training. Zbl 1027.91070
Farkas, M.
1
2002
Bifurcation in a predator-prey model with cross diffusion. Zbl 1082.92043
Aly, Shaban; Farkas, Miklós
1
2004
Stability of bifurcating orbits in a predator prey model. Zbl 0545.92015
Farkas, M.
1
1984
Bifurcation charts for predator-prey models with memory. Zbl 0641.92015
Farkas, A.; Farkas, M.; Szabó, György
1
1987
Stability investigations of mechanical systems state of art. Zbl 0637.70001
Farkas, M.; Gáspár, Z.; Kollár, L.; Patkó, G.; Pomázi, L.; Stépán, G.
1
1987
Modelling of depth filtration. Zbl 0655.76071
Farkas, M.; Garay, B.; Szabó, György; Szépkuti, L.; V. Nagy, I.
1
1987
Degenerate center in a predator-prey system with memory. Zbl 1109.92035
Farkas, Miklós; Dias Ferreira, J.; Tabares, P. C. C.
1
2005
A proof of Gauss-Bonnet’s theorem. Zbl 0366.53003
Farkas, M.
1
1967
Dynamic theory of simultaneous learning. Zbl 0367.92017
Farkas, M.
1
1976
Bifurcations in a predator-prey model with memory and diffusion. Zbl 0938.92502
Cavani, Mario; Farkas, Miklós
1
1993
Bounding the number of cycles of O. D. E. s in \({\mathbb{R}}^n\). Zbl 0957.34027
Farkas, M.; van den Driessche, P.; Zeeman, M. L.
1
2001
On qualitative characterization of processes. Zbl 0444.93001
Farkas, M.
1
1976
Mathematics and objective reality. Zbl 0512.00037
Farkas, M.
1
1982
Attractors of systems under bounded perturbation. Zbl 0519.34037
Farkas, M.
1
1982
The attractor of perturbed van der Pol’s equation. Zbl 0534.34052
Farkas, M.
1
1983
A dynamic model of simultaneous memorization. Zbl 0497.92022
Farkas, M.; Lokos, Agnes; Mile, Isabella
1
1981
Attractors of systems close to autonomous ones. Zbl 0509.34052
Farkas, M.
1
1982
On robustness of stable food chains. Zbl 0736.92019
Farkas, M.; Gyökér, S.
1
1991
On the local stability of n predators (preys) one prey (predator) systems. Zbl 0726.92022
Farkas, M.
1
1990
On controllably periodic perturbations of Liénard’s equation. Zbl 0233.34045
Farkas, M.; Abdel Karim, Rahmi Ibrahim Ibrahim
1
1972
Discussion of the geometry of affinely connected spaces by direct method. Zbl 0104.16501
Farkas, M.
1
1961
Differential geometric investigation of a certain class of second order ordinary differential equations. Zbl 0134.07401
Farkas, Miklós
1
1962
Qualitative behaviour of a ratio-dependent predator-prey system. Zbl 1159.93352
Kovács, Sándor; Kiss, Krisztina; Farkas, Miklós
7
2009
Zip bifurcation in a reaction-diffusion system. Zbl 1171.35319
Farkas, Miklós; Ferreira, Jocirei D.
4
2007
Velcro bifurcation in competition models with generalized Holling functional response. Zbl 1089.92055
Farkas, M.; Sáez, E.; Szántó, I.
7
2005
Prey-predator in patchy environment with cross diffusion. Zbl 1129.34031
Aly, Shaban; Farkas, M.
3
2005
Degenerate center in a predator-prey system with memory. Zbl 1109.92035
Farkas, Miklós; Dias Ferreira, J.; Tabares, P. C. C.
1
2005
Competition in patchy environment with cross diffusion. Zbl 1074.92033
Aly, Shaban; Farkas, M.
9
2004
Bifurcations in a predator–prey model in patchy environment with diffusion. Zbl 1082.92042
Aly, Shaban; Farkas, M.
8
2004
Bifurcation in a predator-prey model with cross diffusion. Zbl 1082.92043
Aly, Shaban; Farkas, Miklós
1
2004
Political and economic rationality leads to velcro bifurcation. Zbl 1046.91109
Bocsó, A.; Farkas, M.
5
2003
On the stability of stationary age distributions. Zbl 1014.92031
Farkas, M.
14
2002
The result of even allocation of funds for postgraduate training. Zbl 1027.91070
Farkas, M.
1
2002
Dynamical models in biology. Zbl 0972.92001
Farkas, Miklós
43
2001
On time-periodic patterns. Zbl 0994.35060
Farkas, M.
2
2001
Bounding the number of cycles of O. D. E. s in \({\mathbb{R}}^n\). Zbl 0957.34027
Farkas, M.; van den Driessche, P.; Zeeman, M. L.
1
2001
Comparison of different ways of modelling cross-diffusion. Zbl 0980.35067
Farkas, M.
4
1999
Asymptotic periodicity of delay differential equations. Zbl 0913.34058
Farkas, Miklos; Graef, John R.; Qian, Chuanxi
2
1998
Two ways of modelling cross-diffusion. Zbl 0893.35049
Farkas, M.
14
1997
Spatial inhomogeneity due to Turing bifurcation in an economy. Zbl 0867.35044
Farkas, M.
2
1996
On the distribution of capital and labour in a closed economy. Zbl 0828.90015
Farkas, M.
9
1995
Periodic motions. Zbl 0805.34037
Farkas, Miklós
150
1994
Bifurcations in a predator-prey model with memory and diffusion. I: Andronov-Hopf bifurcation. Zbl 0809.92017
Cavani, M.; Farkas, M.
30
1994
Bifurcations in a predator-prey model with memory and diffusion. II: Turing bifurcation. Zbl 0809.92018
Cavani, M.; Farkas, M.
28
1994
Bifurcations in a predator-prey model with memory and diffusion. Zbl 0938.92502
Cavani, Mario; Farkas, Miklós
1
1993
On perturbation of the kernel in infinite delay systems. Zbl 0848.34052
Farkas, M.; Stépan, G.
3
1992
Investigations into a class of generalized two-dimensional Lotka-Volterra schemes. Zbl 0738.92023
Dancsó, András; Farkas, Henrik; Farkas, Miklós; Szabó, György
9
1991
On robustness of stable food chains. Zbl 0736.92019
Farkas, M.; Gyökér, S.
1
1991
On the stability of one-predator two-prey systems. Zbl 0728.92017
Farkas, M.
3
1990
On the local stability of n predators (preys) one prey (predator) systems. Zbl 0726.92022
Farkas, M.
1
1990
Stability conditions for two predator one prey systems. Zbl 0669.92019
Farkas, M.; Freedman, H. I.
14
1989
The stable coexistence of competing species on a renewable resource. Zbl 0661.92021
Farkas, M.; Freedman, H. I.
10
1989
Multiparameter bifurcation diagrams in predator-prey models with time lag. Zbl 0631.92016
Farkas, A.; Farkas, M.; Szabó, György
11
1988
Competitive exclusion by zip bifurcation. Zbl 0648.92020
Farkas, M.
8
1987
On Hopf bifurcation in a predator-prey model. Zbl 0617.92019
Farkas, A.; Farkas, M.; Kajtár, L.
2
1987
Bifurcation charts for predator-prey models with memory. Zbl 0641.92015
Farkas, A.; Farkas, M.; Szabó, György
1
1987
Stability investigations of mechanical systems state of art. Zbl 0637.70001
Farkas, M.; Gáspár, Z.; Kollár, L.; Patkó, G.; Pomázi, L.; Stépán, G.
1
1987
Modelling of depth filtration. Zbl 0655.76071
Farkas, M.; Garay, B.; Szabó, György; Szépkuti, L.; V. Nagy, I.
1
1987
Stable oscillations in a predator-prey model with time lag. Zbl 0536.92023
Farkas, M.
18
1984
ZIP bifurcation in a competition model. Zbl 0561.92015
Farkas, M.
15
1984
Stable coexistence and bifurcations in population dynamics. Zbl 0579.92022
Farkas, Miklós
2
1984
Stability of bifurcating orbits in a predator prey model. Zbl 0545.92015
Farkas, M.
1
1984
The attractor of perturbed van der Pol’s equation. Zbl 0534.34052
Farkas, M.
1
1983
Mathematics and objective reality. Zbl 0512.00037
Farkas, M.
1
1982
Attractors of systems under bounded perturbation. Zbl 0519.34037
Farkas, M.
1
1982
Attractors of systems close to autonomous ones. Zbl 0509.34052
Farkas, M.
1
1982
Attractors of systems close to periodic ones. Zbl 0464.34035
Farkas, M.
3
1981
The attractor of Duffing’s equation under bounded perturbation. Zbl 0514.34043
Farkas, M.
3
1981
A dynamic model of simultaneous memorization. Zbl 0497.92022
Farkas, M.; Lokos, Agnes; Mile, Isabella
1
1981
Estimates on the existence regions of perturbed periodic solutions. Zbl 0387.34034
Farkas, M.
2
1978
Dynamic theory of simultaneous learning. Zbl 0367.92017
Farkas, M.
1
1976
On qualitative characterization of processes. Zbl 0444.93001
Farkas, M.
1
1976
Introduction to linear algebra. Zbl 0297.15001
Farkas, Irene; Farkas, Miklos
3
1975
On isolated periodic solutions of differential systems. Zbl 0322.34026
Farkas, M.
1
1975
Determination of controllably periodic perturbed solutions by Poincaré’s method. Zbl 0275.34038
Farkas, M.
5
1973
On perturbations of van der Pol’s equation. Zbl 0268.34053
Farkas, I.; Farkas, M.
2
1973
On controllably periodic perturbations of Liénard’s equation. Zbl 0233.34045
Farkas, M.; Abdel Karim, Rahmi Ibrahim Ibrahim
1
1972
Controllably periodic perturbations of autonomous systems. Zbl 0239.34016
Farkas, M.
4
1971
On stability and geodesics. Zbl 0177.50304
Farkas, M.
3
1968
A proof of Gauss-Bonnet’s theorem. Zbl 0366.53003
Farkas, M.
1
1967
Differential geometric investigation of a certain class of second order ordinary differential equations. Zbl 0134.07401
Farkas, Miklós
1
1962
Discussion of the geometry of affinely connected spaces by direct method. Zbl 0104.16501
Farkas, M.
1
1961
all top 5

Cited by 507 Authors

21 Farkas, Miklós
12 Kovacs, Sandor
11 Aly, Shaban A. H.
8 Akhmet, Marat Ubaydulla
7 Gadella, Manuel
7 Lara, Luis Pedro
6 Andres, Jan
6 Fečkan, Michal
6 Ferreira, Jocirei D.
6 Hofbauer, Josef
6 Kiss, Krisztina
6 Stépán, Gábor
6 Zhou, Jun
5 Boros, Balázs
4 Djilali, Salih
4 d’Onofrio, Alberto
4 Fu, Xianlong
4 György, Szilvia
4 Kivilcim, Ayşegül
4 Naito, Toshiki
3 Cavani, Mario
3 Ding, Ye
3 Farkas, József Zoltán
3 Freedman, Herbert Irving
3 Gyúró, Noémi
3 Hussien, Fatma
3 Insperger, Tamás
3 Lampe, Bernhard P.
3 Li, Banghe
3 Li, Bo
3 Lizana, Marcos
3 Manita, Larisa A.
3 Marynets, Kateryna
3 März, Roswitha
3 Nguyen Huu Du
3 Rao, Vadrevu Sree Hari
3 Ronzhina, Mariya Igorevna
3 Rosenwasser, Efim N.
3 Shen, Yuefeng
3 Shin, Jong Son
3 Szabo, György
3 Takeuchi, Yasuhiro
3 Zhang, Xiaojian
2 Ainseba, Bedr’Eddine
2 Banaji, Murad
2 Bhattacharyya, Rakhi
2 Bonani, Fabrizio
2 Bravo de la Parra, Rafael
2 Choudhury, Sudipto Roy
2 Dai, Chuanjun
2 Dehghan Takht Fooladi, Mehdi
2 Demir, Alper
2 Deng, Weihua
2 Ding, Han
2 Dombovari, Zoltan
2 Duque, Cosme Ramon
2 Esmaeili, J.
2 Fateh, Mohammad Mehdi
2 Gökçe, Aytül
2 Haller, George
2 Jin, Zhan
2 Kon, Ryusuke
2 Kumar, Ajay
2 Kumar, Sunil
2 Li, Jibin
2 Lin, Zhigui
2 Liu, Meng
2 Long, Xinhua
2 Manfredi, Piero
2 Marvá, Marcos
2 Mierczyński, Janusz
2 Miyazaki, Rinko
2 Molnar, Tamas G.
2 Mu, Chunlai
2 Mukherjee, Debasis
2 Mukhopadhyay, Banibrata
2 Müller, Stefan
2 Nasri, Mostafa
2 Nguyen Van Minh
2 Poggiale, Jean-Christophe
2 Pospíšil, Michal
2 Rontó, Miklós
2 Sugie, Jitsuro
2 Tang, Xiaosong
2 Tehrani, Hojjat Ahsani
2 Tian, Canrong
2 Traversa, Fabio Lorenzo
2 Tripathi, Jai Prakash
2 Waezizadeh, Tayebeh
2 Wahi, Pankaj
2 Wang, Yi
2 Wu, Yujiang
2 Xiong, Caihua
2 Yadi, Karim
2 Yang, Ruizhi
2 Yu, Yanyan
2 Zhang, Xinhong
2 Zhang, Zhengqiu
2 Zhao, Min
2 Zhou, Jun
...and 407 more Authors
all top 5

Cited in 118 Serials

28 Applied Mathematics and Computation
22 Journal of Mathematical Analysis and Applications
15 Nonlinear Analysis. Real World Applications
11 Chaos, Solitons and Fractals
11 Nonlinear Dynamics
10 Differential Equations and Dynamical Systems
8 Nonlinear Analysis. Theory, Methods & Applications. Series A: Theory and Methods
7 Acta Applicandae Mathematicae
7 International Journal of Bifurcation and Chaos in Applied Sciences and Engineering
6 Mathematical Methods in the Applied Sciences
5 Automatica
5 International Journal of Circuit Theory and Applications
5 Journal of Differential Equations
5 Physica D
5 Applied Mathematics Letters
5 Applied Mathematical Modelling
5 Communications in Nonlinear Science and Numerical Simulation
5 Discrete and Continuous Dynamical Systems. Series B
4 Journal of Mathematical Biology
4 Periodica Mathematica Hungarica
4 Journal of Applied Mathematics and Computing
4 International Journal of Biomathematics
4 Journal of Theoretical Biology
4 Nonlinear Analysis. Theory, Methods & Applications
3 International Journal for Numerical Methods in Engineering
3 Systems & Control Letters
3 Acta Mathematica Hungarica
3 Numerical Methods for Partial Differential Equations
3 European Journal of Control
3 Qualitative Theory of Dynamical Systems
3 Mathematical Biosciences and Engineering
3 Journal of Applied Analysis and Computation
3 International Journal of Applied and Computational Mathematics
2 Acta Mathematica Academiae Scientiarum Hungaricae
2 International Journal of Control
2 Journal of the Franklin Institute
2 Journal of Mathematical Physics
2 Physica A
2 Ukrainian Mathematical Journal
2 Annali di Matematica Pura ed Applicata. Serie Quarta
2 Journal of Computational and Applied Mathematics
2 Mathematics and Computers in Simulation
2 Proceedings of the American Mathematical Society
2 Journal of Dynamics and Differential Equations
2 Journal of Mathematical Chemistry
2 Chaos
2 Regular and Chaotic Dynamics
2 SIAM Journal on Applied Dynamical Systems
2 Science China. Technological Sciences
1 International Journal of Modern Physics B
1 Applicable Analysis
1 Computers & Mathematics with Applications
1 Journal of Computational Physics
1 Mathematical Biosciences
1 Moscow University Mechanics Bulletin
1 Physics Reports
1 Rocky Mountain Journal of Mathematics
1 Zeitschrift für Angewandte Mathematik und Mechanik (ZAMM)
1 Czechoslovak Mathematical Journal
1 Hiroshima Mathematical Journal
1 Journal of Economic Theory
1 Mathematica Slovaca
1 Meccanica
1 Quarterly of Applied Mathematics
1 Rendiconti del Circolo Matemàtico di Palermo. Serie II
1 Results in Mathematics
1 Studies in Applied Mathematics
1 Theoretical Population Biology
1 Tôhoku Mathematical Journal. Second Series
1 Acta Mathematicae Applicatae Sinica. English Series
1 Mathematical and Computer Modelling
1 Applications of Mathematics
1 M\(^3\)AS. Mathematical Models & Methods in Applied Sciences
1 Journal of Elasticity
1 Proceedings of the Royal Society of Edinburgh. Section A. Mathematics
1 International Journal of Robust and Nonlinear Control
1 Journal of Nonlinear Science
1 Computational and Applied Mathematics
1 Journal of the Egyptian Mathematical Society
1 Turkish Journal of Mathematics
1 Filomat
1 Complexity
1 Journal of Difference Equations and Applications
1 Discrete and Continuous Dynamical Systems
1 Mathematical Population Studies
1 Journal of Vibration and Control
1 Computing and Visualization in Science
1 Abstract and Applied Analysis
1 Mathematical and Computer Modelling of Dynamical Systems
1 Philosophical Transactions of the Royal Society of London. Series A. Mathematical, Physical and Engineering Sciences
1 Journal of Interdisciplinary Mathematics
1 M2AN. Mathematical Modelling and Numerical Analysis. ESAIM, European Series in Applied and Industrial Mathematics
1 Journal of Biological Systems
1 Lobachevskii Journal of Mathematics
1 Nonlinear Analysis. Modelling and Control
1 Journal of Systems Science and Complexity
1 Journal of Applied Mathematics
1 Communications on Pure and Applied Analysis
1 Journal of Dynamical Systems and Geometric Theories
1 Journal of Algebra and its Applications
...and 18 more Serials

Citations by Year

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