Wp/lus/Nambarzirna

Euclid-a lem, Raphael-a ziah

Nambarzirna (en. Number Theory) hi chhiarkawp péng pakhat a ni a, chhiarna nambarho

$\mathbb {N} =\lbrace 1,2,3,...\rbrace$

chanchin zirna a ni.

A lo din chhuah dàn

Mihringte'n thil chhiar kan thiam tir aṭang nambar chanchin zir hi a lo inṭan kan ti thei ang. Mahsé mumal taka zirna chu hmanlai Grik rama lo inṭan deuh ber a ni. Amaherawh chu hmanlai Aigupta-ah vansangchanchinzirnaah leh hmunhmarelthiamna lamah an lo thiam fe tawh tih hriat a ni a. Mahsé anni hi chuan a nambar hrim hrim zirna bu an hnutchhiar hnem lëm lo. Chuvangin hmanlai Grik-ho kha a dintu dik tak zâwkah kan ngai thei ang.

Hmanlai Grik-ho zingah

Euclid-a lehkhabu, a them

Euclid-a hi kan hriat lar berte zinga mi a ni a, a lehkhabu Thil Bulbälte Στοιχεῖα (en: The Elements) tih hi kum hun laihawl thleng deuhthaw khan zirlaibuah hman a la ni a, Baibul tih lohvah chuan lehkhabu hralh hnem ber pawh a ni.

Chumi hun hmaa sakhaw biak taka nambar betu dang leh chu Pythagoras-a a ni a, a Thudik (theorem) phei chu tunlai thlenga mi zawng zawng tih theih hriat a la ni.

Tunlaiah

Tunlaiah chuan number theory hi péng hrang tam takah a peng tawh a. Peng lian pui puia ṭhenin hengte hi a ni:

1. Analytic Number Theory
2. Algebraic Number Theory
3. Diophantine Geometry

tihte a ni a, hengte pawh hi péng tam takah ṭhen lehchhawn a la ni.

Thulâkna

• English Wikipedia, Number Theory [[1]]