Tatiana Sorokko is a Russian-born model and fashion icon known for her work in the fashion industry during the 1990s and early 2000s. She gained prominence for her distinctive features and unique style, and has worked with many well-known designers and brands. Beyond modeling, Sorokko is also recognized for her contributions to fashion journalism and her work as a style consultant.

Critical mass in the context of sociodynamics refers to the minimum size or level of participation needed for a social phenomenon, movement, or behavior to become self-sustaining and significantly influence broader society. This concept is often applied to social movements, trends, or behaviors where a certain threshold of engagement or involvement is required before the movement can grow and spread effectively. The idea is drawn from physics, where critical mass describes the minimum amount of fissile material needed to maintain a nuclear chain reaction.

As of my last update in October 2023, there is no widely known figure or concept named Vladimir Pentkovski. It is possible that he could be a lesser-known individual or a fictional character, or perhaps someone who has gained prominence after my last update. If you can provide more context or specify the domain (e.g.

An alternating multilinear map is a special type of multilinear function that takes several input arguments from a vector space and has the property of being alternating. Here's a more detailed breakdown of what this means: 1. **Multilinear Map**: A function \( f: V_1 \times V_2 \times \ldots \times V_n \to W \) is called multilinear if it is linear in each of its \( n \) arguments.

In music, a similarity relation refers to the way in which different musical elements share common characteristics or traits, making them comparable in certain aspects. This can encompass various levels of musical analysis, including: 1. **Melodic Similarity**: This involves comparing melodies to identify motifs, themes, or phrases that share predictive intervals, rhythms, or contour. For example, two melodies might begin with the same sequence of notes, or they might share similar rhythmic patterns.

Einstein notation, also known as Einstein summation convention, is a notational scheme used primarily in the fields of mathematics and physics to simplify expressions involving tensors and multi-indexed arrays. It was introduced by the physicist Albert Einstein in the context of his work on the theory of relativity. The key principle of Einstein notation is that when an index variable appears twice in a single term, it implies a summation over that index.

Multilinear subspace learning refers to a set of techniques in machine learning and statistics used to analyze and represent data that exists in a multi-dimensional space. While traditional linear subspace methods (like Principal Component Analysis, PCA) focus on linear relationships within data, multilinear methods extend these concepts to accommodate data that can be best modeled in a higher-dimensional space with multiple modes or tensor structures.

The Pfaffian is a mathematical construct associated with skew-symmetric matrices, which are square matrices \(A\) satisfying the property \(A^T = -A\). The Pfaffian provides a scalar value that can be thought of as a sort of "square root" of the determinant for skew-symmetric matrices.

Ancient Egyptian multiplication is a method used by the ancient Egyptians to multiply numbers using a process based on doubling and addition, rather than the standard multiplication techniques we use today. This method is sometimes referred to as the "duplation and mediation" method. Here's how it works: 1. **Represent Numbers**: The numbers to be multiplied are expressed in terms of their binary representation. For example, you can represent a number as a sum of powers of two.

Decision-making software refers to programs or applications designed to assist individuals or organizations in making informed decisions by analyzing data, forecasting outcomes, and modeling different scenarios. This kind of software typically includes features that help users identify problems, evaluate alternatives, and make better choices based on quantitative and qualitative factors. Key functionalities of decision-making software may include: 1. **Data Analysis**: The ability to gather, process, and analyze large datasets to provide insights.

The Best-Worst Method (BWM) is a multi-criteria decision-making (MCDM) technique used to prioritize and evaluate various alternatives based on multiple criteria. It was developed to simplify the decision-making process and improve the reliability of the results compared to traditional methods.

The European Working Group on Multiple Criteria Decision Aiding (EWG-MCDA) is a professional group focused on the development and application of multiple criteria decision analysis (MCDA) methodologies. This organization typically brings together researchers, practitioners, and academics from various disciplines who are interested in decision-making processes that involve multiple conflicting criteria. The objectives of the EWG-MCDA include: 1. **Research Collaboration**: Promoting collaboration among researchers and practitioners to advance the field of MCDA.

Evidential reasoning is a decision-making framework that deals with uncertainty and incomplete information by integrating and evaluating evidence from various sources. It is particularly useful in situations where decisions must be made based on uncertain, imprecise, or conflicting information. This approach is often associated with multi-criteria decision analysis and has applications in fields such as artificial intelligence, risk assessment, and decision support systems.

"Potentially all pairwise rankings of all possible alternatives" refers to a comprehensive evaluation approach used in decision-making and preference analysis, particularly in contexts where multiple alternatives are available, and the preferences among these alternatives are assessed pairwise. Here’s a breakdown of the concept: 1. **Alternatives**: These are the different options or choices available in a decision-making situation. For example, if you're choosing a restaurant, your alternatives might include various restaurants in your area.

Eric Thirkell Cooper was an English poet known for his works that often blended themes of nature, personal experience, and social commentary. While there may not be an extensive catalog of musical settings of his poems, various composers and musicians sometimes set contemporary poetry to music, especially if the poems resonate with their own artistic visions.

The Rothenberg property is a concept in the field of mathematical logic and set theory, particularly in the study of model theory. A structure is said to have the Rothenberg property if it satisfies certain combinatorial or definability conditions that allow for proving specific types of results about the structure.

Rainer Maria Rilke, the influential Austrian poet, has inspired many composers and musicians who have set his poems to music. These musical settings often capture the emotional depth and lyrical quality of Rilke's work. Here are some notable examples of musical settings of Rilke's poems: 1. **György Ligeti** - Ligeti's "Choral" draws on Rilke's poetry and incorporates it into his choral works.

Musical settings of poems by William Blake refer to the compositions created by various composers that set Blake's poetic texts to music. Blake, who lived from 1757 to 1827, was not only a poet but also an artist and a visionary thinker, and his poems often encompass deep spiritual and philosophical themes. His work has inspired musicians across different genres, from classical to contemporary.

Mersenne's laws refer to a set of principles formulated by the French monk and physicist Marin Mersenne in the early 17th century, particularly regarding the behavior of vibrating strings and the properties of musical tones. The most well-known of these is Mersenne's Law, which pertains to the frequency of vibration of a stretched string.

Musical settings of poems by Walt Whitman refer to the adaptation of his poetry into musical form. Whitman's work, particularly his most famous collection "Leaves of Grass," has inspired numerous composers and musicians to create settings that convey the themes and emotions of his poetry. Some notable aspects of musical adaptations of Whitman's work include: 1. **Variety of Genres**: Whitman's poems have been set to music across multiple genres, including classical, choral, folk, and contemporary music.