APA (7th ed.) Citation

Fil , B. N., Prikarpatsky , A. K., Pritula , N. N., Филь , Б. Н., Прикарпатский , А. К., & Притула , Н. Н. (1988). Quantum Lee algebra of currents is a universal algebraic structure of symmetries of quite integrable dynamic systems. Institute of Mathematics, NAS of Ukraine.

Chicago Style (17th ed.) Citation

Fil , B. N., A. K. Prikarpatsky , N. N. Pritula , Б. Н Филь , А. К Прикарпатский , and Н. Н Притула. Quantum Lee Algebra of Currents Is a Universal Algebraic Structure of Symmetries of Quite Integrable Dynamic Systems. Institute of Mathematics, NAS of Ukraine, 1988.

MLA (8th ed.) Citation

Fil , B. N., et al. Quantum Lee Algebra of Currents Is a Universal Algebraic Structure of Symmetries of Quite Integrable Dynamic Systems. Institute of Mathematics, NAS of Ukraine, 1988.

Warning: These citations may not always be 100% accurate.