33 research outputs found
Strong Insertion of a Contra-Continuous Function Between Two Comparable Contra-B−Continuous Functions
Enough condition in terms of lower cut sets are given for the strong insertion of a contra-continuous function between two comparable contra-b−continuous real-valued functions on such topological spaces that kernel of sets is open
Insertion of a Contra-Baire- (Baire-) Function
summary:Necessary and sufficient conditions in terms of lower cut sets are given for the insertion of a Baire- function between two comparable real-valued functions on the topological spaces that -kernel of sets are -sets
Weak Insertion of a Contra-Baire-1 (Baire-.5) Function
A sufficient condition in terms of lower cut sets are given for the weak insertion of a Baire-.5 function between two comparable real-valued functions on the topological spaces that Fσ−kernel of sets are Fσ−sets
A note on a semicontinuous and darboux continuous function
Present alternate proof for a function that is zero almost everyÂwhere, not indentically zero, of Baire class 1 (and indeed upper semi-continuous), and Darboux continuous
A NOTE ON EXTREMALLY DISCONNECTED SPACES
Abstract In this paper we give several equivalent characterizations of extremally disconnected spaces
INSERTION OF A CONTRA-CONTINUOUS FUNCTION BETWEEN TWO COMPARABLE CONTRA-CONTINUOUS (CONTRA-CONTINUOUS) FUNCTIONS
A necessary and sufficient condition in terms of lower cut sets are given for the insertion of a contra-continuous function between two comparable real-valued functions on such topological spaces that kernel of sets are open.
The diurnal rhythm in fetal heart rate in a twin pregnancy with discordant anencephaly: comparison with three normal twin pregnancies
National and sub-national trends of salt intake in Iranians from 2000 to 2016 : a systematic analysis
Acknowledgements The authors wish to thank all the staff at the Non-Communicable Diseases Research Center of Tehran University of Medical Sciences for their support. Funding This study was supported by Iran University of Medical Sciences (Grant Number: 9221128206).Peer reviewedPublisher PD