AAAAAA

   
Results: 1-21 |
Results: 21
ON CYCLOTOMIC GENERATOR OF ORDER-R
Authors: DING CS HELLESETH T
Citation: Cs. Ding et T. Helleseth, ON CYCLOTOMIC GENERATOR OF ORDER-R, Information processing letters, 66(1), 1998, pp. 21-25
ON THE LINEAR COMPLEXITY OF LEGENDRE SEQUENCES
Authors: DING CS HELLESETH T SHAN WJ
Citation: Cs. Ding et al., ON THE LINEAR COMPLEXITY OF LEGENDRE SEQUENCES, IEEE transactions on information theory, 44(3), 1998, pp. 1276-1278
ON THE WEIGHT HIERARCHY OF GOETHALS CODES OVER Z(4)
Authors: YANG KC HELLESETH T
Citation: Kc. Yang et T. Helleseth, ON THE WEIGHT HIERARCHY OF GOETHALS CODES OVER Z(4), IEEE transactions on information theory, 44(1), 1998, pp. 304-307
THE NEWTON RADIUS OF CODES
Authors: HELLESETH T KLOVE T
Citation: T. Helleseth et T. Klove, THE NEWTON RADIUS OF CODES, IEEE transactions on information theory, 43(6), 1997, pp. 1820-1831
ON THE WEIGHT HIERARCHY OF PREPARATA CODES OVER Z(4)
Authors: YANG K HELLESETH T
Citation: K. Yang et T. Helleseth, ON THE WEIGHT HIERARCHY OF PREPARATA CODES OVER Z(4), IEEE transactions on information theory, 43(6), 1997, pp. 1832-1842
ON THE [162,8,80] CODES
Authors: BOUKLIEV I DODUNEKOV SM HELLESETH T YTREHUS O
Citation: I. Boukliev et al., ON THE [162,8,80] CODES, IEEE transactions on information theory, 43(6), 1997, pp. 2055-2057
ON THE INFORMATION FUNCTION OF AN ERROR-CORRECTING CODE
Authors: HELLESETH T KLOVE T LEVENSHTEIN VI
Citation: T. Helleseth et al., ON THE INFORMATION FUNCTION OF AN ERROR-CORRECTING CODE, IEEE transactions on information theory, 43(2), 1997, pp. 549-557
IMPROVED BINARY-CODES AND SEQUENCE FAMILIES FROM Z(4)-LINEAR CODES
Authors: SHANBHAG AG KUMAR PV HELLESETH T
Citation: Ag. Shanbhag et al., IMPROVED BINARY-CODES AND SEQUENCE FAMILIES FROM Z(4)-LINEAR CODES, IEEE transactions on information theory, 42(5), 1996, pp. 1582-1587
ON THE WEIGHT HIERARCHY OF KERDOCK CODES OVER Z(4)
Authors: YANG K HELLESETH T KUMAR PV SHANBHAG AG
Citation: K. Yang et al., ON THE WEIGHT HIERARCHY OF KERDOCK CODES OVER Z(4), IEEE transactions on information theory, 42(5), 1996, pp. 1587-1593
IMPROVED ESTIMATES VIA EXPONENTIAL-SUMS FOR THE MINIMUM DISTANCE OF Z(4)-LINEAR TRACE CODES
Authors: HELLESETH T KUMAR PV MORENO O SHANBHAG AG
Citation: T. Helleseth et al., IMPROVED ESTIMATES VIA EXPONENTIAL-SUMS FOR THE MINIMUM DISTANCE OF Z(4)-LINEAR TRACE CODES, IEEE transactions on information theory, 42(4), 1996, pp. 1212-1216
THE WEIGHT HIERARCHIES OF SOME PRODUCT CODES
Authors: HELLESETH T KLOVE T
Citation: T. Helleseth et T. Klove, THE WEIGHT HIERARCHIES OF SOME PRODUCT CODES, IEEE transactions on information theory, 42(3), 1996, pp. 1029-1034
LARGE FAMILIES OF QUATERNARY SEQUENCES WITH LOW CORRELATION
Authors: KUMAR PV HELLESETH T CALDERBANK AR HAMMONS AR
Citation: Pv. Kumar et al., LARGE FAMILIES OF QUATERNARY SEQUENCES WITH LOW CORRELATION, IEEE transactions on information theory, 42(2), 1996, pp. 579-592
CYCLIC CODES OVER Z(4), LOCATOR POLYNOMIALS, AND NEWTONS IDENTITIES
Authors: CALDERBANK AR MCGUIRE G KUMAR V HELLESETH T
Citation: Ar. Calderbank et al., CYCLIC CODES OVER Z(4), LOCATOR POLYNOMIALS, AND NEWTONS IDENTITIES, IEEE transactions on information theory, 42(1), 1996, pp. 217-226
UPPER BOUND FOR A HYBRID SUM OVER GALOIS RINGS WITH APPLICATIONS TO APERIODIC CORRELATION OF SOME Q-ARY SEQUENCES
Authors: SHANBHAG AG KUMAR PV HELLESETH T
Citation: Ag. Shanbhag et al., UPPER BOUND FOR A HYBRID SUM OVER GALOIS RINGS WITH APPLICATIONS TO APERIODIC CORRELATION OF SOME Q-ARY SEQUENCES, IEEE transactions on information theory, 42(1), 1996, pp. 250-254
THE ALGEBRAIC DECODING OF THE Z(4)-LINEAR GOETHALS CODE
Authors: HELLESETH T KUMAR PV
Citation: T. Helleseth et Pv. Kumar, THE ALGEBRAIC DECODING OF THE Z(4)-LINEAR GOETHALS CODE, IEEE transactions on information theory, 41(6), 1995, pp. 2040-2048
BOUNDS ON THE MINIMUM SUPPORT WEIGHTS
Authors: HELLESETH T KLOVE T LEVENSHTEIN VI YTREHUS O
Citation: T. Helleseth et al., BOUNDS ON THE MINIMUM SUPPORT WEIGHTS, IEEE transactions on information theory, 41(2), 1995, pp. 432-440
AN UPPER BOUND FOR WEIL EXPONENTIAL-SUMS OVER GALOIS RINGS AND APPLICATIONS
Authors: KUMAR PV HELLESETH T CALDERBANK AR
Citation: Pv. Kumar et al., AN UPPER BOUND FOR WEIL EXPONENTIAL-SUMS OVER GALOIS RINGS AND APPLICATIONS, IEEE transactions on information theory, 41(2), 1995, pp. 456-468
USE OF GROBNER BASES TO DECODE BINARY CYCLIC CODES UP TO THE TRUE MINIMUM DISTANCE
Authors: CHEN XM REED IS HELLESETH T TRUONG TK
Citation: Xm. Chen et al., USE OF GROBNER BASES TO DECODE BINARY CYCLIC CODES UP TO THE TRUE MINIMUM DISTANCE, IEEE transactions on information theory, 40(5), 1994, pp. 1654-1661
GENERAL-PRINCIPLES FOR THE ALGEBRAIC DECODING OF CYCLIC CODES
Authors: CHEN XM REED IS HELLESETH T TRUONG TK
Citation: Xm. Chen et al., GENERAL-PRINCIPLES FOR THE ALGEBRAIC DECODING OF CYCLIC CODES, IEEE transactions on information theory, 40(5), 1994, pp. 1661-1663
A NEW CLASS OF NONBINARY CODES MEETING THE GRIESMER BOUND
Authors: HAMADA N HELLESETH T YTREHUS O
Citation: N. Hamada et al., A NEW CLASS OF NONBINARY CODES MEETING THE GRIESMER BOUND, Discrete applied mathematics, 47(3), 1993, pp. 219-226
CHARACTERIZATION OF (2(Q-MINIHYPERS IN PG(T,Q) (T-GREATER-THAN-OR-EQUAL-TO-3, Q-IS-AN-ELEMENT-OF(3,4))(1)+2, 2 T, Q))
Authors: HAMADA N HELLESETH T YTREHUS O
Citation: N. Hamada et al., CHARACTERIZATION OF (2(Q-MINIHYPERS IN PG(T,Q) (T-GREATER-THAN-OR-EQUAL-TO-3, Q-IS-AN-ELEMENT-OF(3,4))(1)+2, 2 T, Q)), Discrete mathematics, 115(1-3), 1993, pp. 175-185
Risultati: 1-21 |