Problems of Information Transmission

Papers
(The median citation count of Problems of Information Transmission is 1. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2020-11-01 to 2024-11-01.)
ArticleCitations
A Sufficient Condition for the Existence of Restricted Fractional (g, f)-Factors in Graphs15
Existence and Construction of Complete Traceability Multimedia Fingerprinting Codes Resistant to Averaging Attack and Adversarial Noise12
Bounds on Borsuk Numbers in Distance Graphs of a Special Type6
Trade-off for Heterogeneous Distributed Storage Systems between Storage and Repair Cost6
Separable Collusion-Secure Multimedia Codes5
On the Generalized Concatenated Construction for Codes in $${L_1}$$ and Lee Metrics5
On Stability of the Independence Number of a Certain Distance Graph5
On Perfect and Reed–Muller Codes over Finite Fields5
Analysis of Properties of Dyadic Patterns for the Fast Hough Transform4
Detecting Cycles of Length 10 in the Tanner Graph of a QC-LDPC Code Based on Protograph Analysis4
Entropy in Thermodynamics and in Information Theory3
Design and Decoding of Polar Codes with Large Kernels: A Survey3
On the Maximum Number of Non-Confusable Strings Evolving under Short Tandem Duplications3
On One Construction Method for Hadamard Matrices2
Multi-twisted Additive Codes with Complementary Duals over Finite Fields2
Near-Ideal Predictors and Causal Filters for Discrete-Time Signals2
Correcting a Single Error in Feedback Channels2
New Turán Type Bounds for Johnson Graphs2
On Data Compression and Recovery for Sequences Using Constraints on the Spectrum Range2
Convolutional Codes with Optimum Bidirectional Distance Profile2
Geometric Interpretation of Entropy: New Results2
Signaling to Relativistic Observers: An Einstein–Shannon–Riemann Encounter2
New Modularity Bounds for Graphs $$G(n,r,s)$$ and $$G_p(n,r,s)$$2
Affine Variety Codes over a Hyperelliptic Curve2
Generalization of Formulas for Queue Length Moments under Nonordinary Poissonian Arrivals for Batch Queues in Telecommunication Systems1
The f-Divergence and Coupling of Probability Distributions1
Weakly Resolvable Block Designs and Nonbinary Codes Meeting the Johnson Bound1
Batch Poissonian Arrival Models of Multiservice Network Traffic1
Improved Upper Bounds for the Rate of Separating and Completely Separating Codes1
On q-ary Propelinear Perfect Codes Based on Regular Subgroups of the General Affine Group1
Poissonian Two-Armed Bandit: A New Approach1
Partitions into Perfect Codes in the Hamming and Lee Metrics1
New Lower Bounds on the Fraction of Correctable Errors under List Decoding in Combinatorial Binary Communication Channels1
On Minimax Detection of Gaussian Stochastic Sequences and Gaussian Stationary Signals1
Predictors for High Frequency Signals Based on Rational Polynomial Approximation of Periodic Exponentials1
Feedback Insertion-Deletion Codes1
Theoretical and Experimental Upper and Lower Bounds on the Efficiency of Convolutional Codes in a Binary Symmetric Channel1
On an Evaluation Method for Zeta Constants Based on a Number Theoretic Approach1
Bounds on the Cardinality of Subspace Codes with Non-maximum Code Distance1
Limit Theorems for the Maximal Path Weight in a Directed Graph on the Line with Random Weights of Edges1
On Weight Distributions for a Class of Codes with Parameters of Reed-Muller Codes1
Feasibility of Data Transmission under Attack: From Isolated Toughness Variant Perspective1
On Intersections of Reed–Muller Like Codes1
On the Maximum $$f$$-Divergence of Probability Distributions Given the Value of Their Coupling1
Series of Formulas for Bhattacharyya Parameters in the Theory of Polar Codes1
On Codes with Distances $$d$$ and $$n$$1
On Bases of BCH Codes with Designed Distance 3 and Their Extensions1
Bounds on Threshold Probabilities for Coloring Properties of Random Hypergraphs1
Geometric Interpretation of Entropy for Dyck Systems1
On New Problems in Asymmetric Cryptography Based on Error-Resistant Coding1
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