PyClone is a computational tool designed for the analysis of heterogeneous cancer genotypes from bulk sequencing data. It is used to infer the clonal structure of tumors by analyzing variant allele frequencies in genomic data derived from cancer tissues. Specifically, PyClone incorporates a Bayesian statistical framework to model the relationships between different mutations and their prevalence across samples, allowing researchers to identify distinct clones within a tumor and understand the heterogeneity of cancer cells.

Mathematics journals are periodicals that publish research articles, reviews, and other academic writings related to various fields of mathematics. These journals serve as platforms for mathematicians and researchers to disseminate their findings, share innovative ideas, and engage with the global mathematical community. Key characteristics of mathematics journals include: 1. **Peer Review**: Most reputable mathematics journals utilize a peer review process, where submitted articles are evaluated by experts in the field before publication.

Anita Burdman Feferman is a noted mathematician and educator primarily recognized for her contributions to mathematical logic and the philosophy of mathematics. She has also been involved in various efforts related to mathematics education, particularly in advocating for the inclusion of women in the field of mathematics. Feferman has been active in the academic community, collaborating with her husband, Solomon Feferman, who is also a prominent figure in mathematical logic.

The term "Quran code" generally refers to a theoretical concept suggesting that there is a hidden mathematical or coded structure within the text of the Qur'an, the holy book of Islam. Proponents of this idea often claim that specific numerical patterns, sequences, or distributions of words and phrases can be discovered through various forms of analysis, such as counting letters, verses, or chapters. One of the most well-known proponents of this idea is Dr.

Della Dumbaugh is a mathematician recognized for her work in the fields of math education, topology, and the history of mathematics. She has contributed significantly to the understanding of mathematical concepts and pedagogy, and she is also known for her role in various educational initiatives aimed at improving mathematics teaching and learning.

Elena Marchisotto is a professor known for her work in the field of mathematics, particularly in areas such as mathematical logic, set theory, and foundations of mathematics. She has been associated with institutions where she teaches courses and conducts research. Marchisotto is also known for her contributions to the education of mathematics and efforts to make it more accessible.

James R. Newman was an American mathematician and educator known for his contributions to the fields of mathematics and mathematical education. He is particularly recognized for his work in promoting the importance and beauty of mathematics to a broader audience, often emphasizing its philosophical aspects. One of his notable contributions is the book "The World of Mathematics," which is a four-volume anthology of mathematical writings from various authors, spanning a wide range of topics.

"Tempestarii" is a term derived from Latin that translates to "storm bringers." Historically, it has been used to refer to individuals, particularly in medieval and Renaissance contexts, who were believed to have the ability to control weather or summon storms. This concept often appears in folklore, literature, and various cultural narratives, depicting tempestarii as figures with a formidable connection to nature and its elemental forces.

Joseph Dauben is an American mathematician, historian of mathematics, and author known for his work in the history and philosophy of mathematics. He has written extensively on topics related to the development of mathematical thought and the contributions of various mathematicians throughout history. His research often focuses on the history of mathematics in the context of broader intellectual movements.

Julian Coolidge was an American mathematician known for his contributions to geometry and the study of mathematical theory. He is particularly recognized for his work in the field of convex polyhedra and his book "A History of Geometry," which explored the development of geometric thought throughout history. Coolidge's work emphasized both the historical context and the mathematical rigor of geometric concepts.

As of my last knowledge update in October 2021, Laura Guggenbühl does not appear to be a widely recognized public figure or notable individual in mainstream media, academia, or other well-documented fields. It is possible that she may be a private individual, or she may have gained recognition after my last update.

R. Catesby Taliaferro (often referred to as Catesby Taliaferro) is a noted American architect, primarily recognized for his work in Virginia. He has contributed significantly to the field of architecture, particularly in the context of historic preservation and the design of residential properties that reflect regional character. Taliaferro's work often involves classical and traditional design elements, and he may be associated with various projects that honor the historical architectural styles of the areas in which he works.

Uta Merzbach is a prominent mathematician known for her contributions to the history of mathematics, particularly in the area of the development and dissemination of mathematical ideas and concepts. She has played a significant role in the promotion of mathematics education and has been involved in various academic and educational organizations. Merzbach has also been recognized for her work in documenting the contributions of women in mathematics and for her efforts to enhance the visibility of mathematical achievements in broader historical contexts.

Wilbur Knorr is a notable figure in the field of mathematics, particularly known for his work in mathematical logic and the philosophy of mathematics. He has significantly contributed to the understanding of logical frameworks and foundational issues in mathematics.

Crispin Wright is a prominent British philosopher, primarily known for his work in philosophy of language, philosophy of mathematics, and epistemology. He is associated with the logical positivist tradition and has made significant contributions to discussions on meaning, truth, and the nature of mathematical objects. Wright is recognized for his development of a form of "truth-conditional semantics" and has written extensively on the relationships between language, logic, and our understanding of mathematical and logical truths.