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A high isolation low noise amplifier with near unit gain up to 100 MHz
The authors report results obtained with a circuit in which three cascaded common base BJT (bipolar junction transistor) stages have short base leads directly connected to ground. Alternating NPN andExpand
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On Numbers in Different Bases: Symmetries and a Conjecture
TLDR
This paper investigates the relationship between numbers expressed in different bases, and proposes a conjecture on the number of solutions of the equation. Expand
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1993 IEEE INTERNATIONAL FREQUENCY CONTROL SYMPOSIUM A HIGH ISOLATION LOW NOISE AMPLIFIER WITH NEAR UNITY GAIN UP TO 100 MHz
Increasing needs at ever higher frequencies in high resolution frequency metrology pose increasing demands on electronics. Available low phase noise isolation amplifiers Inay well be inadequate forExpand
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Towards a solution to the field uniformity problem in the high field cesium beam frequency standard
The most severe requirement, with respect to accuracy, for a Cesium beam primary frequency standard operating in the high C-field configuration, is the uniformity of the C-field along the atomicExpand
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Matrix Model and beta-deformed N=4 SYM
This work is the result of the ideas developed by Ken Yoshida about the possibility of extending the range of applications of the matrix model approach to the computation of the holomorphicExpand
PROTOTIPI PER NEURORIABILITAZIONE ROBOTIZZATA E PRESSOTERAPIA
IL PRESENTE ARTICOLO DESCRIVE DUE PROTOTIPI INNOVATIVI DI DISPOSITIVI A COMANDO ELETTROPNEUMATICO L'UNO DEDICATO ALLA NEURORIABILITAZIONE ROBOTIZZATA, L'ALTRO AL MASSAGGIO PRESSO TERAPICO. IL PRIMOExpand
First accuracy projection for the high C-field Cs beam frequency standard
The high C-field Cs beam frequency standard is presently a working machine which is undergoing first accuracy evaluations. The projected 10/sup -14/ accuracy goal is as yet unattained mainly becauseExpand
Matrix Model and β-deformed N = 4 SYM
This work is the result of the ideas developed by Ken Yoshida about the possibility of extending the range of applications of the matrix model approach to the computation of the holomorphicExpand
${\mathcal N}=1^*$ MODEL SUPERPOTENTIAL REVISITED (IR BEHAVIOR OF ${\mathcal N}=4$ LIMIT)
The one-loop contribution to the superpotential, in particular the Veneziano–Yankielowicz potential in supersymmetric Yang–Mills model is discussed from an elementary field theory method and theExpand
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A modern Galileo tale
The year 2014 marked the four-hundred-and-fiftieth anniversary of Galileo's birth, making it the perfect occasion to present and illustrate a GeoGebra applet which reproduces some of Galileo'sExpand
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