Rual pawl thiam leh titi thiama sawi a ni bawk. Khawhar inah leh thlan laih ni khua te hian an kil tuau tuau a, a kam chhuak an chang thap thin. Vawikhat pawh Thiak khuaah a zin a,a titi chu tlangval engemaw zatin an ngaithla thap a. An zing a pakhat chu a nu in a rawn kova, a titi ngaithla chuan a thu ve ta reng mai a, chu chu an pan a va ko ve leh a. Chutah nu ber chuan, “Kan naute hi hauh tur an ni lo, Dama titi hi a ngaihnawm e mai” a lo ti thlawt mai a ni. (Patea & Damhauhva hnuhma: B.hang Awithangpa leh R.L. Kamlala te pawh ka kawm fo a, tawngkamah chuan Damhauhva hi a sang a ni” a ti. (Mizo Literature: B. Lalthangliana, P-286; He lehkhabu-a Pu C. Lalhmuaka tawngkam kan lak chhuah leh hunah chuan ‘Pu Hmuaka’ tih ringwtin kan tar lang zel tawh ang). Hetianga titi thiam leh mi tihlim thei tu a ni chung hian mite fakna ber zawk chu midang a rel ngai reng reng lo hi a ni. Amah an relna pawh miin hrilh mahse, “E” a ti mai thin a, a chhang let ve ngai hauh lo. Keini ho hi chuan kan tluk lo hle awm e. Titi thiam a nih angin hmanlai mi hmingthangte chanchin ngaihnawm tak, titi-a alo sawi thin, amah ngeiin a lo ziak khawm “Khawchhak titi” tih chu 1986 Hlakungpuiah khan Khawbung H\S ten an chhuah a, lehkhabu tangkai leh hlu tak a ni.
Thulâkna
edit- Rudin, Walter, Real and Complex Analysis, 3rd edition, McGraw-Hill Inc., 1987.
- Hewitt, Edwin & K.A. Ross, Abstract Harmonic Analysis Volume I, Structure of Topological Groups, Integration Theory, Group Representations, Springer-Verlag, Die Grundlehren der Mathematische Wissenschaften, Band 115, 1963.