1. Dubravina V.A. Feynman Formulas for Solutions of Evolution Equations on Ramified Surfaces // Russian Journal of Mathematical Physics. 2014. V. 21. № 2. P. 285-288.
2. Smolyanov O.G., Tokarev A. G., Truman A. Hamiltonian Feynman path integrals via the Chernoff formula// J. Math. Phys. 2002. V. 43. № 10. P. 5161–5171.
3. Bulinskij A.V., Shiryaev A.N. Teoriya sluchajnykh protsessov. M.: Fizmatlit, 2003, 400 S. Smolyanov O.G., Tokarev A.G., Truman A. Hamiltonian Feynman path integrals via the Chernoff formula // J. Math. Phys. 2002. V. 43. № 10. P. 5161–5171.
4. Gadella M., Kuru S., Negro J. Phys. Lett. 2007. V. 362. 265–268.
5. Eliashberg Y., Traynor L. Symplectic Geometry and Topology, American Mathematical Society. Perevod na russkij yazyk: Lektsii po simplekticheskoj geometrii i topologii / Pod red. Ya. Ehliashberg i L. Tejnor.
6. Engel K.-J., Nagel R. One-Parameter Semigroups for Linear Evolution Equations. B.: Springer, 2000.
7. Sajmon B. Model' P(ϕ)2 evklidovoj kvantovoj teorii polya, M. 1976.
8. Numan Ehl'shejkh M.Kh. Operatory Shredingera na razvetvlennykh mnogoobraziyakh i ikh approksimatsii. Kandinatskaya dissertatsiya. fiz. mat. M., 2014. 113 S.
9. Smolyanov O.G., Shavgulidze E.T. Kontinual'nye integraly. Pererabotannoe i dopolnennoe vtoroe izdanie. M.: Lenand, 2015. 336 S.
10. Plyashechnik A.S. Feynman formulas for second-order parabolic equations with parabolic coefficients// Russian Journal of Mathematical Physics. 2013. V. 20. № 3. P. 1–3.
11. Smolyanov O.G., Tolstyga D.S. // DAN. 2013. T. 452. № 3. S. 256–260.
12. Vajtszekker Kh. fon, Smolyanov O.G., Tolstyga D.S. Fejnmanovskoe opisanie odnomernoj dinamiki chastits s kusochno-nepreryvnoj zavisimost'yu massy ot koordinaty// DAN. 2011. T. 441. № 3. S. 295–298.