Search Results - "Janev, Marko"

Noether’s theorem for variational problems of Herglotz type with real and complex order fractional derivatives by Atanacković, Teodor M., Janev, Marko, Pilipović, Stevan

“…A variational principle of Herglotz type with a Lagrangian that depends on fractional derivatives of both real and complex orders is formulated, and the…”
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Measure of Similarity between GMMs Based on Geometry-Aware Dimensionality Reduction by Popović, Branislav, Janev, Marko, Krstanović, Lidija, Simić, Nikola, Delić, Vlado

“…Gaussian Mixture Models (GMMs) are used in many traditional expert systems and modern artificial intelligence tasks such as automatic speech recognition, image…”
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Measure of Similarity between GMMs Based on Autoencoder-Generated Gaussian Component Representations by Kalušev, Vladimir, Popović, Branislav, Janev, Marko, Brkljač, Branko, Ralević, Nebojša

“…A novel similarity measure between Gaussian mixture models (GMMs), based on similarities between the low-dimensional representations of individual GMM…”
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Feature Map Regularized CycleGAN for Domain Transfer by Krstanović, Lidija, Popović, Branislav, Janev, Marko, Brkljač, Branko

“…CycleGAN domain transfer architectures use cycle consistency loss mechanisms to enforce the bijectivity of highly underconstrained domain transfer mapping. In…”
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Bootstrapped SSL CycleGAN for Asymmetric Domain Transfer by Krstanović, Lidija, Popović, Branislav, Janev, Marko, Brkljač, Branko

“…Most CycleGAN domain transfer architectures require a large amount of data belonging to domains on which the domain transfer task is to be applied…”
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Measure of Similarity between GMMs by Embedding of the Parameter Space That Preserves KL Divergence by Popović, Branislav, Cepova, Lenka, Cep, Robert, Janev, Marko, Krstanović, Lidija

“…In this work, we deliver a novel measure of similarity between Gaussian mixture models (GMMs) by neighborhood preserving embedding (NPE) of the parameter…”
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Noether’s theorem for Herglotz type variational problems utilizing complex fractional derivatives by Janev, Marko, Atanackovic, Teodor, Pilipovic, Stevan

“…This is a review article which elaborates the results presented in [1], where the variational principle of Herglotz type with a Lagrangian that depends on…”
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Viscoelastic properties of uncured resin composites: Dynamic oscillatory shear test and fractional derivative model by Petrovic, Ljubomir M, Zorica, Dusan M, Stojanac, Igor Lj, Krstonosic, Veljko S, Hadnadjev, Miroslav S, Janev, Marko B, Premovic, Milica T, Atanackovic, Teodor M

“…Highlights • New fractional derivative type of viscoelastic model is developed for four different uncured composite resins. • Experiments using rheometer with…”
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An expansion formula for fractional derivatives of variable order by Atanackovic Teodor, Janev Marko, Pilipovic Stevan, Zorica Dusan

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Buckling and Postbuckling of a Heavy Compressed Nanorod on Elastic Foundation by Zorica, Dušan, Challamel, Noël, Janev, Marko, Atanacković, Teodor M

“…AbstractThis study examines the static stability of a heavy axially compressed nanorod. The rod is free at one end, while the other end is rigidly connected to…”
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Image denoising by a direct variational minimization by Janev, Marko, Atanacković, Teodor, Pilipović, Stevan, Obradović, Radovan

“…In this article we introduce a novel method for the image de-noising which combines a mathematically well-posdenes of the variational modeling with the…”
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Restrictions in a distributed complex fractional order linear constitutive equations of viscoelasticity by Atanackovic, Teodor M., Janev, Marko, Pilipovic, Stevan

“…We analyze a viscoelastic body in a linear stress state by the use of the distributed complex order fractional derivative in the constitutive equation. A model…”
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On the thermodynamical restrictions in isothermal deformations of fractional Burgers model by Atanacković, Teodor M., Janev, Marko, Pilipović, Stevan

“…We investigate, in the distributional setting, the restrictions on the constitutive equation for a fractional Burgers model of viscoelastic fluid that follow…”
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Optimal shape of the rotating nano rod by Janev, Marko, Vrcelj, Zora, Atanackovic, Teodor M.

“…By using a Pontryagin’s principle, we study the optimal shape of a rotating nano rod and determine the optimal cross-section that is stable against buckling…”
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Two compartmental fractional derivative model with general fractional derivative by Miskovic-Stankovic, Vesna, Janev, Marko, Atanackovic, Teodor M.

“…This study presents a new two compartmental model with, recently defined General fractional derivative. We review that concept of General fractional derivative…”
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On the thermodynamical restrictions in isothermal deformations of fractional Burgers model by Atanacković, Teodor M, Janev, Marko, Pilipović, Stevan

“…We investigate, in the distributional setting, the restrictions on the constitutive equation for a fractional Burgers model of viscoelastic fluid that follow…”
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Restrictions on parameters in distributed order fractional linear constitutive equations by Atanacković, Teodor M., Janev, Marko, Pilipović, Stevan

“…•We analyze viscoelastic with the distributed order fractional derivative in the linear constitutive equation.•We derive restrictions on a model that follow…”
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The ternary mixed micelle of tween 20- sodium deoxycholate- sodium cholate: The molar excess thermodynamic potencials by Pilipović, Ana, Ocokoljić, Marko, Janev, Marko, Poša, Mihalj

“…[Display omitted] •Micellisation of the ternary mixture Tween 20, Sodium Deoxycholate, Sodium Cholate is examined.•In the temperature interval T = (278.15 –…”
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Non-linear boundary value problems involving Caputo derivatives of complex fractional order by Atanacković, Teodor M., Janev, Marko, Pilipović, Stevan

“…We study approximate solutions of CDtβy(t)=f(t,y(t)), separately, for β ∈ (0, 1) and β ∈ (1, 2) with different boundary data, where CDtβ is the Caputo…”
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Wave equation in fractional Zener-type viscoelastic media involving Caputo–Fabrizio fractional derivatives by Atanacković, Teodor M., Janev, Marko, Pilipović, Stevan

“…We investigate propagation of waves in the Zener-type viscoelastic media through a model which involves fractional derivatives with a regular kernel. The…”
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