A theory of semirings and semimodules Textbook used for graduate students

QR Code

A theory of semirings and semimodules Textbook used for graduate students

Show other versions (1)

Saved in:

Bibliographic Details
Main Author:	Nguyen Xuan Tuyen
Format:	Book
Language:	English
Published:	Huế ĐH Huế 2010
Subjects:	semi ring toán đại số vành
Tags:	Add Tag No Tags, Be the first to tag this record!

Institutions:	Trung tâm Học liệu Lê Vũ Hùng, Trường Đại học Đồng Tháp

Similar Items

A theory of semirings and semimodules (textbook used for graduate students)
by: Nguyen Xuan Tuyen
Published: (2010)

Hoán tử nhân trong vành chia :
by: Nguyễn, Tử Thịnh
Published: (2009)

A course in ring theory
by: Passman, Donald S.
Published: (2004)

Rings and homology
by: Jans, James P.
Published: (1964)

Ideal và module con của module nhân :
by: Nguyễn, Văn Long
Published: (2010)

Môđun trên vành P-Coherent :
by: Nguyễn, Thùy Dương
Published: (2011)

Miền Prufer và miền Dedekind :
by: Nguyễn, Thị Trúc Ly
Published: (2011)

Lý thuyết chiều trong vành trong vành giao hoán :
by: Lê, Thanh Hiểu
Published: (2010)

Về tính hữu hạn của môđun nhân :
by: Lê, Minh Triều
Published: (2010)

Tổng quát hóa của miền nguyên Dedekind :
by: Phạm, Thị Hồng Lam
Published: (2011)

Miền nguyên Krull :
by: Trương, Thị Thúy Vân
Published: (2011)

Iđêan nguyên tố trên vành không giao hoán :
by: Trần, Thế Cường
Published: (2012)

Tích Tenxơ các môđun trên vành giao hoán :
by: Trần, Thị Hồng Phước
Published: (2010)

Môđun chiều :
by: Lê, Phạm Minh Luân
Published: (2010)

Vành Galois :
by: Phạm, Thị Thu Hà
Published: (2010)

Nhóm con đối đại trong vành chia :
by: Trang, Văn Dể
Published: (2009)

Số Betti và độ đo Hausdorff của tập semi-đại số cơ sở
by: Phan, Phiến
Published: (2011)

An introduction to noncommutative Noetherian rings /
by: Goodearl, K. R.
Published: (2004)

Non-commutative valuation rings of K over a division ring K /

The reduction exponent of socle ideals associated to parameter ideals in a Buchsbaum local ring of multiplicity two /
by: Goto, Shiro.

Lý thuyết chiều các mô đun hữu hạn sinh và công thức số chiều cho những mô đun :
by: Nguyễn, Thuyết
Published: (2010)

Vành các tự đồng cấu của các môđun xạ ảnh :
by: Huỳnh, Thị Thu Ba
Published: (2008)

Số học trong miền nguyên
by: Phan, Doãn Thoại
Published: (2002)

Preserving the fault-containment of ring protocols executed on trees /
by: Yamauchi, Yukiko.

The Lord of the rings official movie guide /
by: Sibley, Brian.
Published: (2001)

Calogero-Moser systems and representation theory
by: Etingof, Pavel
Published: (2007)

Số Betti và độ đo Hausdorff của tập Semi - Đại số
by: Phan, Phiến
Published: (2011)

Algebra
by: Luthar, I. S.
Published: (2002)

Số học trong miền nguyên
by: Phan Doãn Thoại
Published: (2002)

Các mở rộng nguyên của các vành
by: Võ Hoài Nhân Trung
Published: (1996)

Noncommutative rings /
by: Herstein, I. N.
Published: (1968)

Local rings /
by: Nagata, Masayoshi, 1927-
Published: (1962)

Quantum ergodicity at a finite energy level /
by: Tate, Tatsuya.

Biểu diễn các đa thức dương trên các tập Semi đại số
by: Nguyễn, Ngọc Hiệp
Published: (2010)

Các cấu trúc đại số cơ bản
by: Lê Văn Thuyết
Published: (2001)

Algebraic Coding Theory Over Finite Commutative Rings. 1st ed. 2017
by: Dougherty, Steven T.
Published: (2020)

Associative and Non-Associative Algebras and Applications
by: Molina, Mercedes Siles, et al.
Published: (2020)

Một số lớp nữa vành Luận văn thạc sĩ Toán học . Chuyên ngành: Đại số và lý thuyêt số. Mã số: 64 46 05
by: Võ Hổng Thắm
Published: (2011)

Vành địa phương và vành các tự đồng cấu Luận văn thạc Toán học. Chuyên ngành: Đại số và lý thuyết số. Mã số: 60 46 01 04
by: Lê, Tấn Phước
Published: (2014)

Algebraic Geometry and Number Theory . 1st ed. 2017
by: Mourtada, Hussein, et al.
Published: (2020)