B Brindza et al. On the power values of Stirling numbers. (1991) ACTA ARITHMETICA 0065-1036 1730-6264 60 2 169-175, 1111365
Journal Article/Article (Journal Article)/Scientific[1111365]
  1. Mező I. Combinatorics and Number Theory of Counting Sequences. (2020) ISBN:9781138564855
    Book/Monograph (Book)/Scientific[30801227] [Approved]
    Független, Idéző: 30801227, Kapcsolat: 28302037
  2. Luca F. Prime factors of Motzkin numbers. (2006) ARS COMBINATORIA 0381-7032 80 87-96
    Journal Article/Article (Journal Article)/Scientific[20297011] [Admin approved]
    Független, Idéző: 20297011, Kapcsolat: 20296827
  3. Sandor J et al. Handbook of Number Theory II. (2004) ISBN:9781402025464
    Book/Monograph (Book)/Scientific[20324010] [Admin approved]
    Független, Idéző: 20324010, Kapcsolat: 26512351
  4. Klazar M et al. On some arithmetic properties of polynomial expressions involving Stirling numbers of the second kind. (2003) ACTA ARITHMETICA 0065-1036 1730-6264 107 4 357-372
    Journal Article/Article (Journal Article)/Scientific[25458536] [Approved]
    Független, Idéző: 25458536, Kapcsolat: 20296826
  5. Le Maohua. Applications of the Gelfond-Baker method to diophantine equations (in Chinese). (1998)
    Book[22223400] [Admin approved]
    Független, Idéző: 22223400, Kapcsolat: 20296828
Á Pintér. Exponential diophantine equations over function fields. (1992) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 41 1-2 89-98, 1111366
Journal Article/Article (Journal Article)/Scientific[1111366]
  1. Cima A et al. On the number of polynomial solutions of Bernoulli and Abel polynomial differential equations. (2017) JOURNAL OF DIFFERENTIAL EQUATIONS 0022-0396 1090-2732
    Journal Article/Article (Journal Article)/Scientific[26797081] [Admin approved]
    Független, Idéző: 26797081, Kapcsolat: 26797081
  2. Noguchi J. Nevanlnna Theory in Several Complex Variables and Diophantine Approximation. (2014)
    Book/Monograph (Book)/Scientific[24908802] [Admin approved]
    Független, Idéző: 24908802, Kapcsolat: 24908802
  3. Croot E et al. On sums and products in C[x]. (2010) RAMANUJAN JOURNAL 1382-4090 1572-9303 22 33-54
    Journal Article/Article (Journal Article)/Scientific[20884504] [Admin approved]
    Független, Idéző: 20884504, Kapcsolat: 20884504
  4. Everest G et al. Recurrence sequences. (2003) ISBN:0821833871
    Book/Monograph (Book)/Scientific[20296886] [Admin approved]
    Független, Idéző: 20296886, Kapcsolat: 20296886
  5. Shparlinski I. Finite Fields: Theory and Computation. (1999) ISBN:9789401592390
    Book/Monograph (Book)/Scientific[20298218] [Admin approved]
    Független, Idéző: 20298218, Kapcsolat: 26512360
  6. Noguchi J. Recent topics in the theory of holomorphic curves. (1997) Bulletin of the Hong Kong Mathematical Society 1026-2636 1 317-331
    Journal Article/Conference paper in journal (Journal Article)/Scientific[20443444] [Admin approved]
    Független, Idéző: 20443444, Kapcsolat: 20443444
  7. Vegso J. On power values of binary forms over function fields. (1997) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 50 145-149
    Journal Article/Article (Journal Article)/Scientific[20296884] [Admin approved]
    Független, Idéző: 20296884, Kapcsolat: 20296884
  8. Noguchi J. Nevenlinna-Cartan theory ver function fields and a Diophantine equation. (1997) JOURNAL FUR DIE REINE UND ANGEWANDTE MATHEMATIK 0075-4102 1435-5345 487 61-83
    Journal Article/Article (Journal Article)/Scientific[20296883] [Admin approved]
    Független, Idéző: 20296883, Kapcsolat: 20296883
Á Pintér. On some arithmetical properties of Stirling numbers. (1992) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 40 1-2 91-95, 1111367
Journal Article/Article (Journal Article)/Scientific[1111367]
  1. Luca F. Prime factors of Motzkin numbers. (2006) ARS COMBINATORIA 0381-7032 80 87-96
    Journal Article/Article (Journal Article)/Scientific[20297011] [Admin approved]
    Független, Idéző: 20297011, Kapcsolat: 20296892
  2. Sandor J et al. Handbook of Number Theory II. (2004) ISBN:9781402025464
    Book/Monograph (Book)/Scientific[20324010] [Admin approved]
    Független, Idéző: 20324010, Kapcsolat: 26512350
  3. Klazar M et al. On some arithmetic properties of polynomial expressions involving Stirling numbers of the second kind. (2003) ACTA ARITHMETICA 0065-1036 1730-6264 107 4 357-372
    Journal Article/Article (Journal Article)/Scientific[25458536] [Approved]
    Független, Idéző: 25458536, Kapcsolat: 20296891
  4. Le Maohua. Applications of the Gelfond-Baker method to diophantine equations (in Chinese). (1998)
    Book[22223400] [Admin approved]
    Független, Idéző: 22223400, Kapcsolat: 20296890
Á Pintér. On a diophantine problem of P. Erdös. (1993) ARCHIV DER MATHEMATIK 0003-889X 1420-8938 61 1 64-67, 1111368
Journal Article/Article (Journal Article)/Scientific[1111368]
  1. Bennett MA. On Some Exponential Equations of S S Pillai. (2001) CANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES 0008-414X 1496-4279 53 897-922
    Journal Article/Article (Journal Article)/Scientific[20296901] [Admin approved]
    Független, Idéző: 20296901, Kapcsolat: 20296901
Pinter A. On a new solution of two old diophantine equations. (1993), 1111751
Miscellaneous/Not classified (Miscellaneous)/Scientific[1111751]
  1. Krausz T. A note on equal values of polygonal numbers. (1999) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 54 321-325
    Journal Article[20296898] [Admin approved]
    Független, Idéző: 20296898, Kapcsolat: 20296898
  2. Guy RK. Unsolved problems in Number Theory. (1994)
    Book[20296899] [Admin approved]
    Független, Idéző: 20296899, Kapcsolat: 20296899
PINTER A. ON THE NUMBER OF SIMPLE ZEROS OF CERTAIN POLYNOMIALS. (1993) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 42 3-4 329-332, 1111369
Journal Article/Article (Journal Article)/Scientific[1111369]
  1. Bazsó András et al. Polynomial values of sums of hyperbolic binomial coefficients. (2020) FUNCTIONES ET APPROXIMATIO COMMENTARII MATHEMATICI 0208-6573 2080-9433 2020 p. 1
    Journal Article/Article (Journal Article)/Scientific[30924238] [Approved]
    Független, Idéző: 30924238, Kapcsolat: 28377840
  2. Hajdu Lajos et al. Polynomial values of figurate numbers. (2020) JOURNAL OF NUMBER THEORY 0022-314X 1096-1658 214 79-99
    Journal Article/Article (Journal Article)/Scientific[31382743] [Validated]
    Független, Idéző: 31382743, Kapcsolat: 29077328
  3. Péter Gy. Diophantine equations with separable variables. (2017)
    Thesis/PhD (Thesis)/Scientific[26402685] [Admin approved]
    Független, Idéző: 26402685, Kapcsolat: 26424324
  4. Lajos Hajdu et al. Power values of sums of products of consecutive integers. (2016) ACTA ARITHMETICA 0065-1036 1730-6264 172 4 333-349
    Journal Article/Article (Journal Article)/Scientific[2940523] [Validated]
    Független, Idéző: 2940523, Kapcsolat: 25540643
  5. Komatsu T et al. Balancing with binomial coefficients. (2014) INTERNATIONAL JOURNAL OF NUMBER THEORY 1793-0421 10 7 1729-1742
    Journal Article/Article (Journal Article)/Scientific[2565342] []
    Független, Idéző: 2565342, Kapcsolat: 23670068
  6. Hajdu L et al. Power values of sums of binary forms. (2006) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 69 321-331
    Journal Article/Article (Journal Article)/Scientific[1242205] [Admin approved]
    Független, Idéző: 1242205, Kapcsolat: 20296895
  7. Rakaczki Cs. Binomiális együtthatókkal és hatványösszegekkel kapcsolatos diofantikus eredmények. (2004)
    Thesis/PhD (Thesis)/Scientific[20296792] [Admin approved]
    Független, Idéző: 20296792, Kapcsolat: 20296896
  8. Pfeiffer O. Kombinatorische Analyse von Problemen aus der algorithmischenZahlentheorie: Endlikeitssatze für polynomielle diophantische Gleichungen. (2003)
    Thesis/PhD (Thesis)/Scientific[20296894] [Admin approved]
    Független, Idéző: 20296894, Kapcsolat: 20296894
  9. Cs Rakaczki. Binomial coefficients in arithmetic progressions. (2000) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 57 547-558
    Journal Article/Article (Journal Article)/Scientific[1076137] [Admin approved]
    Független, Idéző: 1076137, Kapcsolat: 20296893
  10. Kirschenhofer P et al. On analytical and diophantine properties of a family of counting polynomials. (1999) ACTA SCIENTIARUM MATHEMATICARUM - SZEGED 0001-6969 65 47-59
    Journal Article/Article (Journal Article)/Scientific[20296897] [Admin approved]
    Független, Idéző: 20296897, Kapcsolat: 20296897
Á Pintér. On a Diophantine problem concerning Stirling numbers. (1994) ACTA MATHEMATICA HUNGARICA 0236-5294 1588-2632 65 4 361-364, 1111370
Journal Article/Article (Journal Article)/Scientific[1111370]
  1. Mező I. Combinatorics and Number Theory of Counting Sequences. (2020) ISBN:9781138564855
    Book/Monograph (Book)/Scientific[30801227] [Approved]
    Független, Idéző: 30801227, Kapcsolat: 28302035
  2. Mehmet Acikgoz. A new generating function of (q-) Bernstein type polynomials and their interpolation function. (2010) ABSTRACT AND APPLIED ANALYSIS 1085-3375 1687-0409 2010 p. ID 769095
    Journal Article/Article (Journal Article)/Scientific[20944684] [Admin approved]
    Független, Idéző: 20944684, Kapcsolat: 20944684
  3. Luca F. Prime factors of Motzkin numbers. (2006) ARS COMBINATORIA 0381-7032 80 87-96
    Journal Article/Article (Journal Article)/Scientific[20297011] [Admin approved]
    Független, Idéző: 20297011, Kapcsolat: 20297011
  4. Sandor J et al. Handbook of Number Theory II. (2004) ISBN:9781402025464
    Book/Monograph (Book)/Scientific[20324010] [Admin approved]
    Független, Idéző: 20324010, Kapcsolat: 20324010
  5. Klazar M et al. On some arithmetic properties of polynomial expressions involving Stirling numbers of the second kind. (2003) ACTA ARITHMETICA 0065-1036 1730-6264 107 4 357-372
    Journal Article/Article (Journal Article)/Scientific[25458536] [Approved]
    Független, Idéző: 25458536, Kapcsolat: 20297006
  6. Krausz T. A note on equal values of polygonal numbers. (1999) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 54 321-325
    Journal Article/Article (Journal Article)/Scientific[20297008] [Admin approved]
    Független, Idéző: 20297008, Kapcsolat: 20297008
  7. Le Maohua. Applications of the Gelfond-Baker method to diophantine equations (in Chinese). (1998)
    Book[22223400] [Admin approved]
    Független, Idéző: 22223400, Kapcsolat: 20297005
B Brindza et al. The Schinzel-Tijdeman theorem over function fields. (1994) COMPTES RENDUS MATHEMATIQUES DE L'ACADEMIE DES SCIENCES DE LA SOCIÉTÉ DU ROYALE CANADA 0706-1994 16 53-57, 1111860
Journal Article/Article (Journal Article)/Scientific[1111860]
  1. Bérczes Attila. Effective results for unit points on curves over finitely generated domains. (2015) MATHEMATICAL PROCEEDINGS OF THE CAMBRIDGE PHILOSOPHICAL SOCIETY 0305-0041 1469-8064 158 2 331-353
    Journal Article/Article (Journal Article)/Scientific[2938734] [Validated]
    Független, Idéző: 2938734, Kapcsolat: 24281509
  2. Bérczes A. Effective results for division points on curves in G_m^2. (2015) JOURNAL DE THEORIE DES NOMBRES DE BORDEAUX 1246-7405 2118-8572 27 2 405-437
    Journal Article/Article (Journal Article)/Scientific[2940316] [Validated]
    Független, Idéző: 2940316, Kapcsolat: 25126655
  3. Narkiewicz W. Rational number theory in the 20th century: from PNT to FLT. (2012) ISBN:9780857295316
    Book/Monograph (Book)/Scientific[21627581] [Admin approved]
    Független, Idéző: 21627581, Kapcsolat: 26514841
Ákos Pintér. A note on the Diophantine equation binom{x}{4}=binom{y}{2}. (1995) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 47 3-4 411-415, 1111861
Journal Article/Article (Journal Article)/Scientific[1111861]
  1. Hajdu Lajos et al. Polynomial values of figurate numbers. (2020) JOURNAL OF NUMBER THEORY 0022-314X 1096-1658 214 79-99
    Journal Article/Article (Journal Article)/Scientific[31382743] [Validated]
    Független, Idéző: 31382743, Kapcsolat: 29077329
  2. Gallegos-Ruiz H.R. et al. On the Diophantine equation ( n k ) = ( m l ) + d. (2020) JOURNAL OF NUMBER THEORY 0022-314X 1096-1658 208 418-440
    Journal Article/Article (Journal Article)/Scientific[30806148] [Validated]
    Független, Idéző: 30806148, Kapcsolat: 28313923
  3. Mező I. Combinatorics and Number Theory of Counting Sequences. (2020) ISBN:9781138564855
    Book/Monograph (Book)/Scientific[30801224] [Approved]
    Független, Idéző: 30801224, Kapcsolat: 28302032
  4. Gómez Carlos A. et al. Zeckendorf representations with at most two terms to x-coordinates of Pell equations. (2019) SCIENCE CHINA MATHEMATICS 1674-7283 1869-1862
    Journal Article/Article (Journal Article)/Scientific[30462516] [Validated]
    Független, Idéző: 30462516, Kapcsolat: 27891710
  5. HR Gallegos-Ruiz et al. On the Diophantine equation $\binom {n}{k}=\binom {m}{l}+ d$. (2019) ARXIV PREPRINT &
    Journal Article/Article (Journal Article)/Scientific[30719729] [Approved]
    Független, Idéző: 30719729, Kapcsolat: 28209365
  6. Péter Gy. Diophantine equations with separable variables. (2017)
    Thesis/PhD (Thesis)/Scientific[26402685] [Admin approved]
    Független, Idéző: 26402685, Kapcsolat: 26424326
  7. Blockhuis A. Binomial collisions and near collisions. (2017) ARXIV PREPRINT
    Journal Article/Article (Journal Article)/Scientific[26717095] [Admin approved]
    Független, Idéző: 26717095, Kapcsolat: 26717095
  8. Jenkins H. REPEATED BINOMIAL COEFFICIENTS AND HIGH-DEGREE CURVES. (2016) INTEGERS 1867-0652 16
    Journal Article/Article (Journal Article)/Scientific[26121404] [Admin approved]
    Független, Idéző: 26121404, Kapcsolat: 26121404
  9. Varga Nóra. Figurális számok és diofantikus egyenletek. (2016)
    Thesis/PhD (Thesis)/Scientific[3116430] [Checked]
    Független, Idéző: 3116430, Kapcsolat: 25879439
  10. K Liptai. (a,b)-type balancing numbers. (2014) In: Analytic Number Theory : Number Theory through Approximation and Asymptotics pp. 115-124
    Conference paper/Conference paper (Conference paper)/Scientific[23697974] [Admin approved]
    Független, Idéző: 23697974, Kapcsolat: 23697974
  11. T Kovács et al. On some polynomial values of repdigit numbers. (2013) PERIODICA MATHEMATICA HUNGARICA 0031-5303 1588-2829 67 2 221-230
    Journal Article/Article (Journal Article)/Scientific[1989302] [Admin approved]
    Független, Idéző: 1989302, Kapcsolat: 21778921
  12. N Varga et al. On some polynomial values of repdigit numbers. (2013) ELECTRONIC NOTES IN DISCRETE MATHEMATICS 1571-0653 43 417-423
    Journal Article/Conference paper in journal (Journal Article)/Scientific[23280366] [Admin approved]
    Független, Idéző: 23280366, Kapcsolat: 23280366
  13. T Kovács. Combinatorial Diophantine equations. (2011)
    Thesis/PhD (Thesis)/Scientific[1989297] [Admin approved]
    Független, Idéző: 1989297, Kapcsolat: 21440949
  14. Liptai K. Balansz számok általánosításai. (2011)
    Thesis/Habilitation (Thesis)/Scientific[21343670] [Admin approved]
    Független, Idéző: 21343670, Kapcsolat: 21343672
  15. P. Olajos. Properties of balancing, cobalancing and generalized balancing numbers. (2010) ANNALES MATHEMATICAE ET INFORMATICAE 1787-5021 1787-6117 37 125-138
    Journal Article/Survey paper (Journal Article)/Scientific[1944862] [Admin approved]
    Független, Idéző: 1944862, Kapcsolat: 21136999
  16. He D et al. On Diophantine equation 3a^2 x^4 − By^2 = 1. (2010) ANNALI DI MATEMATICA PURA ED APPLICATA 0373-3114 1618-1891 189 4 679-687
    Journal Article/Article (Journal Article)/Scientific[24528297] [Admin approved]
    Független, Idéző: 24528297, Kapcsolat: 24528297
  17. T Kovacs et al. On (a,b)-balancing numbers. (2010) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 77 3-4 485-498
    Journal Article/Article (Journal Article)/Scientific[1419242] [Admin approved]
    Független, Idéző: 1419242, Kapcsolat: 21082043
  18. Tengely Sz. Algebrai görbék a diofantikus számelméletben. (2010)
    Thesis/Habilitation (Thesis)/Scientific[1800026] [Admin approved]
    Független, Idéző: 1800026, Kapcsolat: 21152221
  19. Zhui Hui-Lin. A new proof of Diophantine Equation binom(x,4)=binom(y,2). (2009) Communications in Mathematical Research 1674-5647 25 282-288
    Journal Article/Article (Journal Article)/Scientific[20815664] [Admin approved]
    Független, Idéző: 20815664, Kapcsolat: 20815664
  20. Bugeaud Y et al. Integral points on hyperelliptic curves. (2008) ALGEBRA AND NUMBER THEORY 1937-0652 2 8 859-885
    Journal Article/Article (Journal Article)/Scientific[1108521] [Validated]
    Független, Idéző: 1108521, Kapcsolat: 26512248
  21. T Kovacs. Combinatorial Diophantine equations - the genus 1 case. (2008) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 72 243-255
    Journal Article/Article (Journal Article)/Scientific[1419204] [Admin approved]
    Független, Idéző: 1419204, Kapcsolat: 20298205
  22. Guy RK. Unsolved problems in number theory. (2004) ISBN:9780387208602
    Book/Monograph (Book)/Scientific[20300155] [Admin approved]
    Független, Idéző: 20300155, Kapcsolat: 26512254
  23. Stoll T et al. The Diophantine equation alpha binom{x}{m}+beta binom {y}{n}= gamma. (2004) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 64 1-2 155-165
    Journal Article/Article (Journal Article)/Scientific[26498809] [Admin approved]
    Független, Idéző: 26498809, Kapcsolat: 20298063
  24. Rakaczki Cs. On the diophantine equation F(binom{x}{n})=bbinom{y}{m}. (2004) PERIODICA MATHEMATICA HUNGARICA 0031-5303 1588-2829 49 119-132
    Journal Article/Article (Journal Article)/Scientific[20298017] [Admin approved]
    Független, Idéző: 20298017, Kapcsolat: 20298017
  25. Rakaczki Cs. Binomiális együtthatókkal és hatványösszegekkel kapcsolatos diofantikus eredmények. (2004)
    Thesis/PhD (Thesis)/Scientific[20296792] [Admin approved]
    Független, Idéző: 20296792, Kapcsolat: 20298068
  26. Cs Rakaczki. On the diophantine equation $x(x-1)\cdots (x-(m-1))=\lambda y(y-1)\cdots (y-(n-1))+l$. (2003) ACTA ARITHMETICA 0065-1036 1730-6264 110 339-360
    Journal Article/Article (Journal Article)/Scientific[1076136] [Approved]
    Független, Idéző: 1076136, Kapcsolat: 20298066
  27. T Stoll. Finiteness Results for Diophantine Equations Involving Polynomial Families. (2003)
    Thesis/PhD (Thesis)/Scientific[20300151] [Admin approved]
    Független, Idéző: 20300151, Kapcsolat: 20298016
  28. Cs Rakaczki. Binomial coefficients in arithmetic progressions. (2000) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 57 547-558
    Journal Article/Article (Journal Article)/Scientific[1076137] [Admin approved]
    Független, Idéző: 1076137, Kapcsolat: 26512249
  29. Stroeker RJ et al. Elliptic binomial diophantine equations. (1999) MATHEMATICS OF COMPUTATION 0025-5718 1088-6842 68 1257-1281
    Journal Article/Article (Journal Article)/Scientific[20298014] [Admin approved]
    Független, Idéző: 20298014, Kapcsolat: 20298014
  30. Hajdu L. On a diophantine equation concerning the number of integer points in special domains. (1998) ACTA MATHEMATICA HUNGARICA 0236-5294 1588-2632 78 59-70
    Journal Article/Article (Journal Article)/Scientific[1242118] [Admin approved]
    Független, Idéző: 1242118, Kapcsolat: 20298002
  31. Le Maohua. Applications of the Gelfond-Baker method to diophantine equations (in Chinese). (1998)
    Book[22223400] [Admin approved]
    Független, Idéző: 22223400, Kapcsolat: 20297987
  32. Hajdu L. Some new results about polynomials and diophantine equations. (1997)
    Thesis/PhD (Thesis)/Scientific[20298213] [Admin approved]
    Független, Idéző: 20298213, Kapcsolat: 20297986
  33. Hajdu L. On a diophantine equation concerning the number of integer points in special domains II. (1997) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 51 331-342
    Journal Article/Article (Journal Article)/Scientific[1242115] [Admin approved]
    Független, Idéző: 1242115, Kapcsolat: 20297985
  34. de Weger B. Equal binomial coefficients: Some elementary considerations. (1997) JOURNAL OF NUMBER THEORY 0022-314X 1096-1658 63 2 373-386
    Journal Article/Article (Journal Article)/Scientific[20153296] [Admin approved]
    Független, Idéző: 20153296, Kapcsolat: 20297983
  35. de Weger BMM. A binomial diophantine equation. (1996) QUARTERLY JOURNAL OF MATHEMATICS 0033-5606 1464-3847 47 221-231
    Journal Article/Article (Journal Article)/Scientific[20297963] [Admin approved]
    Független, Idéző: 20297963, Kapcsolat: 20297963
Ákos Pintér. A note on the Epstein-Hubbell integral. (1995) INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS 1065-2469 1476-8291 3 301-304, 1111657
Journal Article/Article (Journal Article)/Scientific[1111657]
  1. Conway JT. Epstein-Hubbell integrals regarded as associated Legendre functions of the second kind. (2006) RADIATION PHYSICS AND CHEMISTRY: THE JOURNAL FOR RADIATION PHYSICS RADIATION CHEMISTRY AND RADIATION PROCESSING 0969-806X 1879-0895 0146-5724 75 453-462
    Journal Article/Article (Journal Article)/Scientific[20990826] [Admin approved]
    Független, Idéző: 20990826, Kapcsolat: 20297024
  2. Tercan C. Recurrence relation for the Epstein-Hubbell integral and its generalized forms. (2005) RADIATION PHYSICS AND CHEMISTRY: THE JOURNAL FOR RADIATION PHYSICS RADIATION CHEMISTRY AND RADIATION PROCESSING 0969-806X 1879-0895 0146-5724 72 651-656
    Journal Article/Article (Journal Article)/Scientific[20298364] [Admin approved]
    Független, Idéző: 20298364, Kapcsolat: 20297023
Á Pintér. On the magnitude of integer points on elliptic curves. (1995) BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY 0004-9727 52 2 195-199, 1111372
Journal Article/Article (Journal Article)/Scientific[1111372]
  1. Evertse JH. Discriminant Equations in Diophantine Number Theory. (2017)
    Book/Monograph (Book)/Scientific[26109277] [Admin approved]
    Független, Idéző: 26109277, Kapcsolat: 26109277
  2. Mohamed MA. A Survey on Elliptic Curve Cryptography. (2014) APPLIED MATHEMATICAL SCIENCES 1312-885X 1314-7552 8 7665-7691
    Journal Article/Survey paper (Journal Article)/Scientific[24293608] [Admin approved]
    Független, Idéző: 24293608, Kapcsolat: 24293608
  3. Narkiewicz W. Rational number theory in the 20th century: from PNT to FLT. (2012) ISBN:9780857295316
    Book/Monograph (Book)/Scientific[21627581] [Admin approved]
    Független, Idéző: 21627581, Kapcsolat: 21631323
  4. Katherine E. Integral points on elliptic curves and explicit valuations of division polynomials. (2012) CANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES 0008-414X 1496-4279 68 1120-1158
    Journal Article/Article (Journal Article)/Scientific[22234323] [Admin approved]
    Független, Idéző: 22234323, Kapcsolat: 22234323
  5. T Kovács. Combinatorial Diophantine equations. (2011)
    Thesis/PhD (Thesis)/Scientific[1989297] [Admin approved]
    Független, Idéző: 1989297, Kapcsolat: 21440950
  6. Kovacs T et al. Parallel LLL-reduction for bounding the integral solutions of elliptic Diophantine equations. (2009) MATHEMATICS OF COMPUTATION 0025-5718 1088-6842 78 1201-1210
    Journal Article/Article (Journal Article)/Scientific[20504853] [Admin approved]
    Független, Idéző: 20504853, Kapcsolat: 20504853
  7. Győry K. Polynomials and binary forms with given discriminant. (2006) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 69 473-499
    Journal Article/Article (Journal Article)/Scientific[210076] []
    Független, Idéző: 210076, Kapcsolat: 20298212
  8. Helfgott HA et al. Integral points on elliptic curves and 3-torsion in class groups. (2006) JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY 0894-0347 1088-6834 19 3 527-550
    Journal Article[20700296] [Admin approved]
    Független, Idéző: 20700296, Kapcsolat: 20298211
  9. Bugeaud Y. On the size of integer solutions of elliptic equations II. (2000) BULLETIN OF THE GREEK MATHEMATICAL SOCIETY 0072-7466 57 125-130
    Journal Article/Article (Journal Article)/Scientific[20298217] [Admin approved]
    Független, Idéző: 20298217, Kapcsolat: 20298217
  10. Shparlinski I. Finite Fields: Theory and Computation. (1999) ISBN:9789401592390
    Book/Monograph (Book)/Scientific[20298218] [Admin approved]
    Független, Idéző: 20298218, Kapcsolat: 20298218
  11. Bugeaud Y. On the size of integer solutions of elliptic equations. (1998) BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY 0004-9727 57 199-206
    Journal Article/Article (Journal Article)[10323440] [Admin approved]
    Független, Idéző: 10323440, Kapcsolat: 20298210
  12. Hajdu L. On a diophantine equation concerning the number of integer points in special domains. (1998) ACTA MATHEMATICA HUNGARICA 0236-5294 1588-2632 78 59-70
    Journal Article/Article (Journal Article)/Scientific[1242118] [Admin approved]
    Független, Idéző: 1242118, Kapcsolat: 20298208
  13. Hajdu L et al. Explicit bounds for the solutions of elliptic equations with rational coefficients. (1998) JOURNAL OF SYMBOLIC COMPUTATION 0747-7171 1095-855X 25 3 361-366
    Journal Article/Article (Journal Article)/Scientific[20298209] [Validated]
    Független, Idéző: 20298209, Kapcsolat: 20298209
  14. Le Maohua. Applications of the Gelfond-Baker method to diophantine equations (in Chinese). (1998)
    Book[22223400] [Admin approved]
    Független, Idéző: 22223400, Kapcsolat: 20298216
  15. Hajdu L. Some new results about polynomials and diophantine equations. (1997)
    Thesis/PhD (Thesis)/Scientific[20298213] [Admin approved]
    Független, Idéző: 20298213, Kapcsolat: 20298213
B Brindza et al. On equal values of binary forms over finitely generated fields. (1995) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 46 3-4 339-347, 1111371
Journal Article/Article (Journal Article)/Scientific[1111371]
  1. Bérczes A. Effektív eredmények diofantikus problémákra végesen generált tartományok felett. (2016)
    Thesis/Doctor of HAS (Thesis)/Scientific[25881149] [Admin approved]
    Független, Idéző: 25881149, Kapcsolat: 25881149
  2. Bérczes Attila. Effective results for unit points on curves over finitely generated domains. (2015) MATHEMATICAL PROCEEDINGS OF THE CAMBRIDGE PHILOSOPHICAL SOCIETY 0305-0041 1469-8064 158 2 331-353
    Journal Article/Article (Journal Article)/Scientific[2938734] [Validated]
    Független, Idéző: 2938734, Kapcsolat: 24281507
  3. Bérczes A. Effective results for division points on curves in G_m^2. (2015) JOURNAL DE THEORIE DES NOMBRES DE BORDEAUX 1246-7405 2118-8572 27 2 405-437
    Journal Article/Article (Journal Article)/Scientific[2940316] [Validated]
    Független, Idéző: 2940316, Kapcsolat: 25126652
Brindza B. On equal values of power sums. (1996) ACTA ARITHMETICA 0065-1036 1730-6264 77 1 97-101, 1111347
Journal Article/Article (Journal Article)/Scientific[1111347]
  1. Soydan G. On the Diophantine equation (x+1)^k+(x+2)^k+...+(lx)^k=y^n. (2017) PUBLICATIONES MATHEMATICAE DEBRECEN 0033-3883 2064-2849 91 3-4 369-382
    Journal Article/Article (Journal Article)/Scientific[26511013] [Admin approved]
    Független, Idéző: 26511013, Kapcsolat: 26511013
  2. Péter Gy. Diophantine equation with separable variables. (2017)
    Thesis/PhD (Thesis)/Scientific[26424317] [Admin approved]
    Független, Idéző: 26424317, Kapcsolat: 26424318
  3. Rakaczki Csaba. On some generalizations of the diophantine equation s(1^k+2^k+…+x^k)+r=dy^n. (2012) ACTA ARITHMETICA 0065-1036 1730-6264 151 201-216
    Journal Article/Article (Journal Article)/Scientific[1945458] [Approved]
    Független, Idéző: 1945458, Kapcsolat: 26511609
  4. T Kovács. Combinatorial Diophantine equations. (2011)
    Thesis/PhD (Thesis)/Scientific[1989297] [Admin approved]
    Független, Idéző: 1989297, Kapcsolat: 21440944
  5. Liptai K. Balansz számok általánosításai. (2011)
    Thesis/Habilitation (Thesis)/Scientific[21343670] [Admin approved]
    Független, Idéző: 21343670, Kapcsolat: 21343679
2020-09-29 09:50