OSOBINE I UPOTREBLJIVOST Gin Gonic RADNOG OKVIRA

Publications for Gin Malhi 2017

Malhi, G. (2017). Fifty-Fifty. Australian and New Zealand Journal of Psychiatry, 51(1), 5-6. [More Information] Stahl, S., Morrissette, D., Faedda, G., Fava, M., Goldberg, J., Keck, P., Lee, Y., Malhi, G., Marangoni, C., McElroy, S., et al (2017). Guidelines for the recognition and management of mixed depression. CNS Spectrums, 22(2), 203...

Publications for Gin Malhi 2018

Publications for Gin Malhi 2016

Malhi, G., Byrow, Y., Fritz, K. (2016). Mixed mood states: Time to adopt a 3D perspective? Australian and New Zealand Journal of Psychiatry, 50(7), 613-615. [More Information] Fernandes, B., Dean, O., Dodd, S., Malhi, G., Berk, M. (2016). N-acetylcysteine in depressive symptoms and functionality: A systematic review and meta-analysis. Jou...

ORI GIN AL PA PER Transboundary water interaction I: reconsidering conflict and cooperation

Whether the inter-state and sub-national tensions over transboundary waters will lead to greater conflict or increased cooperation remains a hotly debated issue. Most work on the subject situates transboundary water conflict and transboundary water cooperation at opposing ends of a continuum. The examination of either conflict or cooperation, we argue, refutes the reality of the vast majority o...

Gin AND Lex OF CERTEIN MONOMIAL IDEALS

Let A = K[x1, . . . , xn] denote the polynomial ring in n variables over a field K of characteristic 0 with each deg xi = 1. Given arbitrary integers i and j with 2 ≤ i ≤ n and 3 ≤ j ≤ n, we will construct a monomial ideal I ⊂ A such that (i) βk(I) < βk(Gin(I)) for all k < i, (ii) βi(I) = βi(Gin(I)), (iii) βl(Gin(I)) < βl(Lex(I)) for all l < j and (iv) βj(Gin(I)) = βj(Lex(I)), where Gin(I) is t...