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POETRY, TRANSLATION & FINE ARTS HAND IN HAND!

The acclaimed Indian artist Shilpa Gupta, whose works have been exhibited at the most famous art centers like the Guggenheim and Tate Modern, and many international events and biennales around the world, has decided to use Prof. Dr. Yusuf Eradam's translations of two poems on Che Guevara by the late Turkish poets Arif Damar and Metin Demirtaş in her installation dedicated to 100 poets who have been jailed.

GAMMA OSCILLATIONS IN THE BASOLATERAL AMYGDALA COORDINATE MICROCIRCUIT FUNCTION

Principal basolateral amygdala (BL) neurons fire at very low rates, yet profoundly influence behavior. This may be achieved by synchronizing the discharges of individual neurons. Since gamma oscillations are known to promote neuronal synchrony, we characterized their cellular and behavioral correlates in the BL nucleus. High-gamma (75-95 Hz) was most pronounced when rats were apprehensive and it entrained BL firing more strongly than all other rhythms. Principal cells preferentially fired during the trough of high-gamma, followed by fast-spiking interneurons.

GAMMA OSCILLATIONS IN THE BASOLATERAL AMYGDALA COORDINATE MICROCIRCUIT FUNCTION

Principal basolateral amygdala (BL) neurons fire at very low rates, yet profoundly influence behavior. This may be achieved by synchronizing the discharges of individual neurons. Since gamma oscillations are known to promote neuronal synchrony, we characterized their cellular and behavioral correlates in the BL nucleus. High-gamma (75-95 Hz) was most pronounced when rats were apprehensive and it entrained BL firing more strongly than all other rhythms. Principal cells preferentially fired during the trough of high-gamma, followed by fast-spiking interneurons.

Positive Solutions of Nonlinear Second-Order Impulsive Boundary Value Problems on Time Scales

Speaker: Dr. Fatma Tokmak FEN

In this study we examine the existence of positive solutions of second-order impulsive boundary value problem with integral boundary conditions on time scales. Existence results of at least three positive solutions are established via a new fixed point theorem in a cone. Moreover, an example that supports the theoretical results is provided.

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Singularity in Discontinuous Dynamics

Speaker: Marat AKHMET (*Recipient of 2015 TÜBİTAK Science Award)

 In differential equations singularity is one of the most interesting problems to investigate. Some of the singularities can be observed only for differential equations, but not for the difference ones.

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