Nekotorye zadachi teorii interpolirovaniya

V monografii rassmotreny otdel'nye zadachi teorii interpolirovaniya dlya funktsiy skalyarnogo argumenta, operatorov, zadannykh v funktsional'nykh prostranstvakh, a takzhe funktsiy matrichnogo argumenta. Postroeny i issledovany interpolyatsionnye mnogochleny Ermita-Birkgofa otnositel'no otdel'nykh klassov chebyshevskikh sistem funktsiy, razlichnoy struktury interpolyatsionnye formuly nevysokogo poryadka dlya funktsiy matrichnogo argumenta, a takzhe interpolyatsionnye formuly dlya operatorov, zadannykh v funktsional'nykh prostranstvakh, soderzhashchie proizvol'nye vkhodnye dannye i s proizvol'nym chislom uzlov. Dlya spetsialistov i tekh, kto interesuetsya teoriey interpolirovaniya funktsiy i operatorov, ee primeneniem k resheniyu prikladnykh zadach, a takzhe aspirantov, magistrantov i studentov universitetov matematicheskikh i fizicheskikh spetsial'nostey.