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Publication year: 2022

Cited articleAll JournalsMultidisciplinary JournalsBiological JournalsChemical JournalsPhysical JournalsMedical JournalsMathematical JournalsEarth Sciences JournalsOthers Journals
n. art.n. cit.n. art.n. cit.n. art.n. cit.n. art.n. cit.n. art.n. cit.n. art.n. cit.n. art.n. cit.n. art.n. cit.n. art.n. cit.
1000—99999000000000000000000
500—999000000000000000000
200—499000000000000000000
100—19934010022670000113400226700
50—9964112138156192156000016900
20—495315784842270310284925351331251753600
10—191031390812229386192582229523303234293588111
5—92331509106194619462994126540258847473111385
2—434697419601484316518359159581681231661811953
1—11271279943431212181816161212252588
0—011204031017023016021024060
Sum983639056474370250517011281731046159101256149211174754257

Mathematical Journals

Cited: 2—4
  1. Cited 4 times
    Bourke, J; Henry, S. ALGEBRAICALLY COFIBRANT AND FIBRANT OBJECTS REVISITED. Homol. Homotopy Appl.. 24, 271-298, 28p, ISSN/eISSN: 1532-0073/1532-0081, ( 2022) DOI: https://doi.org/10.4310/HHA.2022.v24.n1.a14 ,WOS:000898664600013 Cited: 4 times
  2. Cited 4 times
    HASIL, P; SISOLAKOVA, J; VESELY, M. OSCILLATION OF MODIFIED EULER TYPE HALF-LINEAR DIFFERENTIAL EQUATIONS VIA AVERAGING TECHNIQUE. Electron. J. Differ. Equ.. 2022, -, 16p, ISSN/eISSN: 1072-6691/, (JUN 27 2022) ,WOS:000820500600001 Cited: 4 times
  3. Cited 3 times
    Hasil, P; Pospísil, M; Sisoláková, J; Vesely, M. Non-oscillation criterion for Euler type half-linear difference equations with consequences in linear case. Acta Math. Hung.. 166, 624-649, 26p, ISSN/eISSN: 0236-5294/1588-2632, (APR 2022) DOI: https://doi.org/10.1007/s10474-022-01218-1 ,WOS:000780934200001 Cited: 3 times
  4. Cited 3 times
    Hasil, P; Vesely, M. Conditionally oscillatory linear differential equations with coefficients containing powers of natural logarithm. AIMS Math.. 7, 10681-10699, 19p, ISSN/eISSN: /2473-6988, ( 2022) DOI: https://doi.org/10.3934/math.2022596 ,WOS:000782283500004 Cited: 3 times
  5. Cited 3 times
    Paseka, J; Vetterlein, T. Normal orthogonality spaces. J. Math. Anal. Appl.. 507, -, 17p, ISSN/eISSN: 0022-247X/1096-0813, (MAR 1 2022) DOI: https://doi.org/10.1016/j.jmaa.2021.125730 ,WOS:000710583300013 Cited: 3 times
  6. Cited 2 times
    Kim, SY; Kolar, M. Infinitesimal symmetries of weakly pseudoconvex manifolds. Math. Z.. 300, 2451-2466, 16p, ISSN/eISSN: 0025-5874/1432-1823, (MAR 2022) DOI: https://doi.org/10.1007/s00209-021-02873-w ,WOS:000703795300003 Cited: 2 times
  7. Cited 2 times
    Hasil, P; Vesely, M. Oscillation of linear and half-linear differential equations via generalized Riccati technique. Rev. Mat. Complut.. 35, 835-849, 15p, ISSN/eISSN: 1139-1138/1988-2807, (SEP 2022) DOI: https://doi.org/10.1007/s13163-021-00407-w ,WOS:000686834300001 Cited: 2 times
  8. Cited 2 times
    Rosicky, J. Are Banach spaces monadic?. Commun. Algebr.. 50, 268-274, 7p, ISSN/eISSN: 0092-7872/1532-4125, (JAN 17 2022) DOI: https://doi.org/10.1080/00927872.2021.1956511 ,WOS:000682839600001 Cited: 2 times
  9. Cited 2 times
    Jirásková, G; Klíma, O. On linear languages recognized by deterministic biautomata. Inf. Comput.. 286, -, 22p, ISSN/eISSN: 0890-5401/1090-2651, (JUL 2022) DOI: https://doi.org/10.1016/j.ic.2021.104778 ,WOS:000816167600008 Cited: 2 times
  10. Cited 2 times
    Rezník, T; Raes, L; Stott, A; De Lathouwer, B; Perego, A; Charvát, K; Kafka, S. Improving the documentation and findability of data services and repositories: A review of (meta)data management approaches. Comput. Geosci.. 169, -, 16p, ISSN/eISSN: 0098-3004/1873-7803, (DEC 2022) DOI: https://doi.org/10.1016/j.cageo.2022.105194 ,WOS:000867449100001 Cited: 2 times
  11. Cited 2 times
    Kossovskiy, I; Lamel, B; Stolovitch, L. Equivalence of three-dimensional Cauchy-Riemann manifolds and multisummability theory. Adv. Math.. 397, -, 42p, ISSN/eISSN: 0001-8708/1090-2082, (MAR 5 2022) DOI: https://doi.org/10.1016/j.aim.2021.108117 ,WOS:000793112500009 Cited: 2 times
  12. Cited 2 times
    Gover, AR; Slovák, J. Non-holonomic equations for the normal extremals in geometric control theory. J. Geom. Phys.. 171, -, 14p, ISSN/eISSN: 0393-0440/1879-1662, (JAN 2022) DOI: https://doi.org/10.1016/j.geomphys.2021.104395 ,WOS:000711571600005 Cited: 2 times
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