StatOracle–02 Foundation: canon of primary data collection and example PelophylaxExamples
How should a table for collecting primary data in biological research be organized? What programs can be used to analyze it?
2 Foundation: canon of primary data collection and dataframes used in the course 2.1 How should a table with primary research data be organized? Natural sciences are based on empirical (from Greek ἐμπειρία - experience) research of nature, i.e., research based on observation and experiment. There are also purely theoretical (from Greek θεωρία - consideration, research) works in the natural sciences related to the internal development of a certain model, but such works are secondary; they are the results of the analysis of empirical, primary data. Where does this data come from? It is collected during research. Thus, the collection of empirical data is the foundation of all natural sciences, including biology. It is very important to learn to collect this data in such a way as not to limit the possibilities of working with it in the future. Most often, empirical data is collected either in numerical form or in a form that can be translated into numerical form over time. There is a point of view that where there is no mathematics, there is no natural science. Most likely, one can imagine work that does not involve mathematics, but this, of course, must be a rare case. The main problem is that the researcher must ensure that his experience reflects general patterns. You turn over a leaf and see a caterpillar on its underside. Is this a universal experience or not? You turn over the next leaf, and under it is a frog. Most likely, to establish what is hiding under such leaves, one should turn over a certain number of them and record whether there was anything under them, and if so, what exactly. A more important problem of empirical research is how universal the experience obtained in it is, how much it can be relied upon in other cases. In other words, how reliable (deserving of trust, worthy of belief) is the result obtained in this experience. You have obtained certain empirical data. What to do with it? Remember it? This is not a reliable solution. Our memory is selective; our memories are influenced by our attitude towards what we tried to remember. Memory loses one thing and substitutes another... Write it on paper? This is already a good solution. But it must meet certain requirements. Each subsequent result should be recorded immediately as soon as it is obtained. Records should be made uniformly, regardless of what they are (e.g., whether the researcher likes the result or not). Paper (or another medium) on which the results of empirical research are stored becomes an important document. It must be preserved, and it must not be edited over time! Therefore, primary records are usually made in a laboratory journal, where a specific table is built for storing data. It is very useful to store primary data in other forms as well. This can be photographs, audio recordings, printouts of instrument readings, etc. This should not replace the records in the laboratory journal, but supplement them! By the way, it is very useful, after filling a page of the laboratory journal, to photograph it and place such a digital photograph, for example, somewhere in a cloud environment... In the modern world, primary records are often made not in a paper journal, but directly in digital form – in a file (most often an electronic spreadsheet, such as Excel, Calc, Google Sheets). In this case, such a file should be treated like a paper laboratory journal – stored indefinitely, without editing existing records. This is a carrier of primary data that preserves the trace of a more important stage of research: the researcher asked nature a question, received an answer, and saved it! This file is the table for collecting empirical data, the database created during the research. Another option for organizing work is when primary data is collected in a laboratory journal (or on paper forms that the researcher works with in the field), and then transferred to a table file. In this case, both paper primary documents and the initial file should be preserved. They should be organized uniformly to reduce the probability of errors during transfer (and they should be stored so that such errors can be found). Experience working with students and researchers shows that very often major problems in work are related to the fact that the table for collecting primary data of empirical research is built incorrectly. Many reasons have influenced how to properly organize the collection and storage of primary data. Some of them have historical explanations, some are related to the specifics of statistical analysis itself. At the beginning of the course, there is no point in analyzing all these reasons in detail; it is much better to present them in the form of a certain canon. In this case, we understand the word "canon" as a clear set of rules. Of course, if necessary, one can deviate from the canonical organization of data, but this innovation is only justified if there are sufficient grounds for it. The canonical requirements listed below were previously called "commandments," but over time we abandoned such a metaphor. Violating the commandments can be considered a sin; unlike the requirements of the commandments, one can deviate from the canon when it is necessary for valid reasons. However, in most cases, one should simply follow the canon. Here is one example. The canon requires that in the primary data table, rows correspond to individual objects, observations, measurements, etc., and columns correspond to attributes. Could it have been done the other way around? Yes! In some types of analysis, it is even necessary to transpose (swap rows and columns) such a table. But data is collected this way. Among other things, because everyone (who understands) does it this way. And they do it this way because it corresponds to the logic of working with a laboratory journal. In European culture, records are made by rows, not by columns. A separate observation is a separate row, and columns reflect what needs to be considered to further work with this observation. The data file should be organized the same way as a laboratory journal page to reduce the probability of errors during data transfer. Please ensure that your understanding of the organization of primary data (and analysis files) conforms to this canon by default! Canon for building a table for collecting primary data: 1. Collection of primary data ("nature's answers" to the researcher) is a consequence of the need to obtain an answer to a specific question! 2. When building a data table, one should anticipate how, if the research is successful, an answer to the initial question will be obtained! 3. The answer to the initial question is not only a description of the result ("what came out"), but also the determination of its statistical significance! 4. Statistical significance of the result is the probability that it arose by chance in the formation of the studied sample! 5. Empirical data contains answers to questions not yet asked and even not yet realized; they should be stored indefinitely! 6. Primary data should be duplicated in various forms (paper laboratory journal, forms, files, photos of records... )! 7. Typically: on paper and in spreadsheets – data collection, table creation; analysis – in specialized programs! 8. Transferring, recoding, reorganizing data is a source of new errors; the initial version should be preserved! 9. Are not all possible objects described? Think, choose, describe, and randomize (random selection)! 10. Table rows are individual objects or independent observations, columns are attributes; the cell contains the state of the attribute for a given object! 11. The entire data array of the study is in one table! Rows not used in the analysis can be marked in a specific column! 12. Each column contains uniform data, in the same units, in the same format, measured the same way! 13. All uniform data, in the same units, in the same format, measured the same way – in one column! 14. The group to which the object or observation belongs is specified as a separate attribute (not by the position of the record on the sheet or in the table)! 15. Each row contains all attributes (in specific columns) that define the uniqueness of the observation (so that it can be sorted)! 16. For each attribute, choose its type, method of determination or measurement, coding, format, recording accuracy, etc.! 17. Quantitative attributes: either measurable (=continuous, metric) or count (=discrete), or ordinal (=rank)! 18. Qualitative attributes: either alternative ("yes - no") or multiple ("yes, this way, or that way")! 19. If the primary data is not symbolic (photographs, etc.), a separate column is a link to them in a "cloud" storage! 20. Each cell contains one specific attribute (not, for example, two different ones, like month and year for natural observations)! 21. "0" is a specific number; absence of data is an empty cell (in programs, it can be denoted as NA, "not applicable")! 22. The order of columns should reflect the order of their determination; calculated data can be placed after empirical data! 23. In spreadsheets and statistical programs, calculations are done using formulas (they can be repeated or corrected)! 24. Attribute names and their states – preferably in Latin letters (fewer problems) + as detailed explanations as possible for yourself and others! 25. Names of files with primary data – clear, immediately understandable; their storage locations – predictable, clearly labeled! 26. The researcher's life will be simplified by a journal or file that describes the methodology, all stages of work, and anything unusual during it! 27. Data quality check – visualization of their distribution; a scatter plot will show outliers and data entry errors! 28. After obtaining the first fragment of the database, conduct a trial analysis and correct the shortcomings of the research organization! After the initial formulation of this canon, its author sought help from the collective mind. Thanks to advice from qualified Facebook friends, the requirements of this canon have been significantly improved. The authors express special gratitude to Professor Oleksandr Zhukov for his important help. A table that meets the requirements of the given canon can look, for example, as shown below. Rows are individual observations, columns are attributes. Each cell contains the state of the attribute corresponding to the column for a specific observation (row). Fig. 2.1.1. Fragment of a conditional table with primary data One of the difficulties is what constitutes an object, an individual observation (requirement #10). Suppose we are comparing the lengths of a certain number of leaves from one tree... What is an observation: an individual tree or the length of an individual leaf? Of course, the length of the leaf, a metric attribute (requirement #17). And which tree this leaf is from is already a group attribute (requirement #14). And the species of the tree, its height, or its location are further attributes (requirement #15). For all leaves from the same tree, the state of these attributes will be the same (it is not difficult to fill in such cells in spreadsheets, although one should carefully observe not to make mistakes during filling). And, for example, the height at which the leaf was located is an attribute whose state may differ for different leaves from the same tree. And if we use not all the trees from which we measured the leaves for analysis, but only some of them, we will create another column where we indicate whether this tree is considered in the current analysis or not (requirement #11). 2.2 Example file PelophylaxExamples.RData In further explanations, the specifics of program operation will be explained mainly using files that reflect the results of real research. One of these files is the PelophylaxExamples data table (Table 2.4.1). Much of the material in this textbook concerns working with this particular database. It can be obtained in one of three ways. First, it can be downloaded (PelophylaxExamples.csv) or obtained from the author of this text. The downloadable file is in .csv (Comma-Separated Values) format; this is one of the common formats for transferring data between different programs. In fact, it is a text format that presents tabular data. Each subsequent value is separated from the previous one by a delimiter (typically a comma, in the proposed file – semicolons). If the table fields are separated by commas, they cannot be used as decimal separators (we remind you that in most developed countries, commas are used as decimal separators). The file uses a fragment of data obtained by O. V. Korshunov during the preparation of his dissertation for the degree of Candidate of Biological Sciences (the authors are sincerely grateful to O. V. Korshunov for permission to use the results of his work). The original file contained descriptions of several hundred frogs based on 16 morphometric characteristics; the selected fragment includes 57 frogs and provides data on the variability of 7 morphometric characteristics. When using the electronic version of the notes, the data below can be transferred from the browser window to the Word or .pdf file into the required program. If you are using R, you can simply enter all the data and create a dataframe from them. This is not difficult. First of all, you can copy all the data used in the example file in electronic form and add them to your R script.
Place <- c("Krasnocuts`k", "Chernetchina", "Chernetchina", "Chernetchina", "Chernetchina", "Izbickoe", "DobritzkiyYar", "DobritzkiyYar", "KreydyanaDacha", "KreydyanaDacha", "Verbunivs`kaDacha", "Verbunivs`kaDacha", "Verbunivs`kaDacha", "Zamulivka", "Zamulivka", "ChervoniyShahtar", "Sharivka", "Sharivka", "Lipci", "Gaydary", "DobritzkiyYar", "DobritzkiyYar", "VelykaGomol`sha", "SuhaGomol`sha", "KreydyanaDacha", "Verbunivs`kaDacha", "Pechenizhsk`iyRibhoz", "Eschar", "Balakliya", "Gatishe", "Gaydary", "Gaydary", "Gaydary", "Gaydary", "Gaydary", "Gaydary", "DobritzkiyYar", "SuhaGomol`sha", "KreydyanaDacha", "KreydyanaDacha", "Verbunivs`kaDacha", "Verbunivs`kaDacha", "Balakliya", "Gorodnee", "Gubarivka", "Lipci", "Martova", "Pechenigy", "SuhaGomol`sha", "ChervonaGusarivka", "ChervonaGusarivka", "Vesele", "Petropillya", "Eschar", "Balakliya", "Zamulivka", "Liman")
East <- c(35.16, 35.13, 35.13, 35.13, 35.13, 36.73, 36.31, 36.31, 36.80, 36.80, 36.89, 36.89, 36.89, 36.46, 36.46, 37.03, 35.47, 35.47, 36.38, 36.33, 36.31, 36.31, 36.27, 36.34, 36.80, 36.89, 36.59, 36.35, 36.48, 36.52, 36.33, 36.33, 36.33, 36.33, 36.33, 36.33, 36.31, 36.34, 36.80, 36.80, 36.89, 36.89, 36.48, 35.14, 35.35, 36.38, 36.96, 36.99, 36.34, 36.86, 36.86, 37.19, 37.13, 36.35, 36.48, 36.46, 36.32)
North <- c(50.07, 50.05, 50.05, 50.05, 50.05, 50.20, 49.56, 49.56, 49.43, 49.43, 49.42, 49.42, 49.42, 50.08, 50.08, 49.18, 50.04, 50.04, 50.21, 49.62, 49.56, 49.56, 49.57, 49.54, 49.43, 49.42, 49.52, 49.47, 49.27, 50.18, 49.62, 49.62, 49.62, 49.62, 49.62, 49.62, 49.56, 49.54, 49.43, 49.43, 49.42, 49.42, 49.27, 50.05, 50.16, 50.21, 49.93, 49.89, 49.54, 49.41, 49.41, 49.40, 49.09, 49.47, 49.27, 50.08, 49.35)
Basin <- c("Dnipro", "Dnipro", "Dnipro", "Dnipro", "Dnipro", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Dnipro", "Dnipro", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Dnipro", "Dnipro", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don", "Don")
Basin <- factor(Basin, levels = c("Dnipro", "Don"))
Sex <- c("female", "female", "female", "male", "female", "female", "male", "female", "male", "female", "male", "male", "female", "female", "female", "female", "male", "female", "male", "female", "female", "male", "male", "female", "male", "female", "male", "male", "female", "female", "male", "male", "male", "female", "male", "female", "female", "female", "male", "male", "female", "female", "male", "male", "male", "female", "female", "female", "female", "male", "female", "female", "female", "male", "male", "male", "male")
Sex <- factor(Sex, levels = c("female", "male"))
DNA <- c(14.03, 13.95, 13.99, 13.95, 14.02, 21.83, 21.43, 21.67, 21.62, 21.61, 21.61, 21.64, 21.50, 21.43, 21.60, 22.03, 14.94, 14.91, 14.86, 14.88, 14.95, 14.91, 14.80, 15.09, 14.79, 14.91, 14.72, 14.91, 14.85, 14.91, 22.97, 22.64, 22.98, 22.80, 22.81, 22.79, 22.60, 22.79, 22.74, 22.73, 22.81, 22.85, 22.85, 16.13, 16.27, 16.00, 16.18, 16.22, 15.99, 16.01, 16.07, 16.11, 16.01, 16.03, 15.92, 16.08, 16.20)
Genotype <- c("LL", "LL", "LL", "LL", "LL", "LLR", "LLR", "LLR", "LLR", "LLR", "LLR", "LLR", "LLR", "LLR", "LLR", "LLR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "LRR", "RR", "RR", "RR", "RR", "RR", "RR", "RR", "RR", "RR", "RR", "RR", "RR", "RR", "RR")
levels(Genotype) <- c("LL", "LLR", "LR", "LRR", "RR")
Lc <- c(60.3, 56.2, 59.2, 59.5, 60.2, 62.5, 58.9, 65.8, 52.8, 55.7, 52.9, 57.4, 61.6, 76.7, 80.0, 47.9, 65.9, 69.1, 66.8, 79.1, 70.7, 71.4, 55.3, 87.7, 65.0, 54.3, 66.2, 56.1, 64.1, 56.9, 58.8, 65.3, 65.5, 67.7, 69.1, 74.2, 71.5, 50.4, 56.4, 75.5, 61.8, 68.9, 72.1, 70.6, 50.8, 70.1, 82.5, 53.7, 53.5, 52.1, 54.2, 69.3, 71.0, 68.6, 79.2, 93.0, 65.6)
Ltc <- c(19.4, 18.7, 19.5, 19.9, 21.8, 22.1, 21.6, 24.1, 19.6, 20.0, 19.2, 19.9, 23.0, 24.0, 26.2, 18.9, 20.8, 22.7, 22.6, 29.9, 22.9, 24.4, 21.0, 33.8, 22.5, 19.0, 25.2, 20.9, 26.8, 20.1, 20.6, 21.5, 22.1, 29.4, 22.6, 25.5, 22.0, 20.3, 19.2, 26.8, 21.2, 24.8, 27.8, 26.6, 19.1, 27.0, 31.5, 18.9, 20.0, 18.6, 19.3, 24.7, 25.6, 26.8, 26.2, 26.5, 21.9)
Fm <- c(26.4, 26.6, 28.1, 28.5, 28.7, 30.3, 29.0, 30.6, 25.7, 25.1, 25.8, 26.3, 31.6, 34.9, 38.9, 23.8, 30.2, 35.9, 33.5, 38.1, 33.4, 35.6, 26.2, 37.6, 32.0, 26.6, 32.1, 27.3, 31.7, 26.0, 28.8, 31.5, 32.8, 33.8, 33.0, 35.2, 35.3, 23.1, 28.3, 41.1, 28.8, 31.6, 35.9, 32.6, 25.9, 36.0, 42.3, 25.9, 26.5, 24.3, 26.2, 34.1, 33.9, 33.6, 34.0, 46.2, 35.2)
Ti <- c(25.5, 24.9, 26.1, 28.6, 28.1, 29.2, 27.7, 30.4, 24.6, 25.7, 26.2, 26.7, 29.8, 34.6, 37.6, 24.6, 30.0, 34.9, 32.8, 39.4, 33.2, 34.1, 28.0, 42.3, 31.9, 27.3, 32.5, 28.5, 32.3, 28.1, 28.9, 31.9, 34.5, 36.4, 33.4, 35.6, 34.4, 24.8, 29.3, 37.2, 30.2, 34.1, 35.9, 36.2, 27.7, 37.6, 44.3, 27.3, 28.1, 26.7, 28.2, 36.2, 37.1, 36.1, 35.7, 46.1, 33.7)
Dp <- c(7.6, 6.2, 7.9, 7.5, 8.0, 8.3, 7.7, 9.6, 6.6, 6.7, 7.7, 7.8, 9.1, 9.5, 11.6, 6.5, 8.4, 9.8, 8.6, 11.6, 9.7, 9.3, 8.5, 13.9, 9.0, 7.9, 9.2, 7.7, 9.3, 9.0, 9.1, 8.2, 9.2, 10.8, 9.2, 10.7, 10.3, 6.3, 7.7, 10.6, 9.4, 10.4, 10.4, 9.7, 6.6, 10.6, 12.4, 7.2, 7.8, 6.5, 7.1, 10.4, 9.9, 10.3, 9.3, 13.8, 9.0)
Ci <- c(4.2, 4.1, 3.7, 3.8, 4.5, 3.7, 3.7, 3.4, 3.1, 3.3, 3.5, 3.8, 3.9, 4.4, 4.9, 2.7, 4.8, 4.8, 4.4, 4.7, 4.3, 5.3, 2.8, 4.7, 3.8, 3.3, 4.3, 3.7, 4.1, 3.6, 3.5, 3.8, 4.5, 4.3, 4.0, 4.0, 4.1, 3.1, 3.0, 4.2, 3.2, 3.7, 4.7, 3.7, 2.7, 3.0, 4.9, 2.8, 3.2, 2.8, 2.7, 3.2, 3.4, 3.8, 3.2, 3.1, 3.6)
Cs <- c(11.9, 15.2, 13.2, 11.4, 15.8, 14.5, 15.2, 17.0, 12.7, 14.3, 12.8, 14.6, 15.5, 16.0, 19.6, 11.8, 16.6, 17.6, 17.5, 23.3, 15.0, 18.1, 14.4, 22.7, 16.4, 12.7, 18.6, 16.1, 17.3, 15.6, 13.7, 15.1, 15.9, 18.1, 16.7, 17.4, 15.5, 11.7, 13.9, 18.9, 14.5, 17.9, 19.6, 18.7, 12.9, 17.8, 24.0, 11.9, 14.5, 12.4, 12.9, 17.4, 17.7, 19.7, 17.2, 20.2, 15.4)
PE <- data.frame(Sex, Genotype, Lc, Ltc, Fm, Ti, Dp, Ci, Cs)
row.names(PE) <- c("LL_f_603", "LL_f_562", "LL_f_592", "LL_m_595", "LL_f_602", "LLR_f_625", "LLR_m_589", "LLR_f_658", "LLR_m_528", "LLR_f_557", "LLR_m_529", "LLR_m_574", "LLR_f_616", "LLR_f_767", "LLR_f_800", "LLR_f_479", "LR_m_659", "LR_f_691", "LR_m_668", "LR_f_791", "LR_f_707", "LR_m_714", "LR_m_553", "LR_f_877", "LR_m_650", "LR_f_543", "LR_m_662", "LR_m_561", "LR_f_641", "LR_f_569", "LRR_m_588", "LRR_m_653", "LRR_m_655", "LRR_f_677", "LRR_m_691", "LRR_f_742", "LRR_f_715", "LRR_f_504", "LRR_m_564", "LRR_m_755", "LRR_f_618", "LRR_f_689", "LRR_m_721", "RR_m_706", "RR_m_508", "RR_f_701", "RR_f_825", "RR_f_537", "RR_f_535", "RR_m_521", "RR_f_542", "RR_f_693", "RR_f_710", "RR_m_686", "RR_m_792", "RR_m_930", "RR_m_656")
Now you can create a dataframe from these vectors. We will convert the individual codes into row names.
PE <- data.frame(Sex, Genotype, Lc, Ltc, Fm, Ti, Dp, Ci, Cs)
row.names(PE) <- c("LL_f_603", "LL_f_562", "LL_f_592", "LL_m_595", "LL_f_602", "LLR_f_625", "LLR_m_589", "LLR_f_658", "LLR_m_528", "LLR_f_557", "LLR_m_529", "LLR_m_574", "LLR_f_616", "LLR_f_767", "LLR_f_800", "LLR_f_479", "LR_m_659", "LR_f_691", "LR_m_668", "LR_f_791", "LR_f_707", "LR_m_714", "LR_m_553", "LR_f_877", "LR_m_650", "LR_f_543", "LR_m_662", "LR_m_561", "LR_f_641", "LR_f_569", "LRR_m_588", "LRR_m_653", "LRR_m_655", "LRR_f_677", "LRR_m_691", "LRR_f_742", "LRR_f_715", "LRR_f_504", "LRR_m_564", "LRR_m_755", "LRR_f_618", "LRR_f_689", "LRR_m_721", "RR_m_706", "RR_m_508", "RR_f_701", "RR_f_825", "RR_f_537", "RR_f_535", "RR_m_521", "RR_f_542", "RR_f_693", "RR_f_710", "RR_m_686", "RR_m_792", "RR_m_930", "RR_m_656")
All individuals described in this database belong to the hybridogenic green frog complex, Pelophylax esculentus complex. These include two parental species, the pool frog Pelophylax lessonae (Camerano, 1882) and the lake frog, P. ridibundus (Pallas, 1771), as well as their diploid and triploid hybrids, known as edible frogs, P. esculentus (Linnaeus, 1758). Triploid P. esculentus hybrids are represented by two forms that differ in genome composition in their genotype. Hybrid reproduction is associated with the phenomenon of hemiclonal inheritance. The listed frog forms in various combinations can form hemiclonal population systems (HPS), where during joint reproduction both clonal and recombinant genomes are transmitted (for more details, see the review of the hybridogenic green frog complex).
| Place | East | North | Basin | Sex | DNA | Genotype | Lc | Ltc | Fm | Ti | Dp | Ci | Cs | |
| LL_f_603 | Krasnocuts`k | 35.16 | 50.07 | Dnipro | female | 14.03 | LL | 60.3 | 19.4 | 26.4 | 25.5 | 7.6 | 4.2 | 11.9 |
| LL_f_562 | Chernetchina | 35.13 | 50.05 | Dnipro | female | 13.95 | LL | 56.2 | 18.7 | 26.6 | 24.9 | 6.2 | 4.1 | 15.2 |
| LL_f_592 | Chernetchina | 35.13 | 50.05 | Dnipro | female | 13.99 | LL | 59.2 | 19.5 | 28.1 | 26.1 | 7.9 | 3.7 | 13.2 |
| LL_m_595 | Chernetchina | 35.13 | 50.05 | Dnipro | male | 13.95 | LL | 59.5 | 19.9 | 28.5 | 28.6 | 7.5 | 3.8 | 11.4 |
| LL_f_602 | Chernetchina | 35.13 | 50.05 | Dnipro | female | 14.02 | LL | 60.2 | 21.8 | 28.7 | 28.1 | 8.0 | 4.5 | 15.8 |
| LLR_f_625 | Izbickoe | 36.73 | 50.20 | Don | female | 21.83 | LLR | 62.5 | 22.1 | 30.3 | 29.2 | 8.3 | 3.7 | 14.5 |
| LLR_m_589 | DobritzkiyYar | 36.31 | 49.56 | Don | male | 21.43 | LLR | 58.9 | 21.6 | 29.0 | 27.7 | 7.7 | 3.7 | 15.2 |
| LLR_f_658 | DobritzkiyYar | 36.31 | 49.56 | Don | female | 21.67 | LLR | 65.8 | 24.1 | 30.6 | 30.4 | 9.6 | 3.4 | 17.0 |
| LLR_m_528 | KreydyanaDacha | 36.80 | 49.43 | Don | male | 21.62 | LLR | 52.8 | 19.6 | 25.7 | 24.6 | 6.6 | 3.1 | 12.7 |
| LLR_f_557 | KreydyanaDacha | 36.80 | 49.43 | Don | female | 21.61 | LLR | 55.7 | 20.0 | 25.1 | 25.7 | 6.7 | 3.3 | 14.3 |
| LLR_m_529 | Verbunivs`kaDacha | 36.89 | 49.42 | Don | male | 21.61 | LLR | 52.9 | 19.2 | 25.8 | 26.2 | 7.7 | 3.5 | 12.8 |
| LLR_m_574 | Verbunivs`kaDacha | 36.89 | 49.42 | Don | male | 21.64 | LLR | 57.4 | 199 | 26.3 | 26.7 | 7.8 | 3.8 | 14.6 |
| LLR_f_616 | Verbunivs`kaDacha | 36.89 | 49.42 | Don | female | 21.50 | LLR | 61.6 | 23.0 | 31.6 | 29.8 | 9.1 | 3.9 | 15.5 |
| LLR_f_767 | Zamulivka | 36.46 | 50.08 | Don | female | 21.43 | LLR | 76.7 | 24.0 | 34.9 | 34.6 | 9.5 | 4.4 | 16.0 |
| LLR_f_800 | Zamulivka | 36.46 | 50.08 | Don | female | 21.60 | LLR | 80.0 | 26.2 | 38.9 | 37.6 | 11.6 | 4.9 | 19.6 |
| LLR_f_479 | ChervoniyShahtar | 37.03 | 49.18 | Don | female | 22.03 | LLR | 47.9 | 18.9 | 23.8 | 24.6 | 6.5 | 2.7 | 11.8 |
| LR_m_659 | Sharivka | 35.47 | 50.04 | Dnipro | male | 14.94 | LR | 65.9 | 20.8 | 30.2 | 30.0 | 8.4 | 4.8 | 16.6 |
| LR_f_691 | Sharivka | 35.47 | 50.04 | Dnipro | female | 14.91 | LR | 69.1 | 22.7 | 35.9 | 34.9 | 9.8 | 4.8 | 17.6 |
| LR_m_668 | Lipci | 36.38 | 50.21 | Don | male | 14.86 | LR | 66.8 | 22.6 | 33.5 | 32.8 | 8.6 | 4.4 | 17.5 |
| LR_f_791 | Gaydary | 36.33 | 49.62 | Don | female | 14.88 | LR | 79.1 | 29.9 | 38.1 | 39.4 | 11.6 | 4.7 | 23.3 |
| LR_f_707 | DobritzkiyYar | 36.31 | 49.56 | Don | female | 14.95 | LR | 70.7 | 22.9 | 33.4 | 33.2 | 9.7 | 4.3 | 15.0 |
| LR_m_714 | DobritzkiyYar | 36.31 | 49.56 | Don | male | 14.91 | LR | 71.4 | 24.4 | 35.6 | 34.1 | 9.3 | 5.3 | 18.1 |
| LR_m_553 | VelykaGomol`sha | 36.27 | 49.57 | Don | male | 14.80 | LR | 55.3 | 21.0 | 26.2 | 28.0 | 8.5 | 2.8 | 14.4 |
| LR_f_877 | SuhaGomol`sha | 36.34 | 49.54 | Don | female | 15.09 | LR | 87.7 | 33.8 | 37.6 | 42.3 | 13.9 | 4.7 | 22.7 |
| LR_m_650 | KreydyanaDacha | 36.80 | 49.43 | Don | male | 14.79 | LR | 65.0 | 22.5 | 32.0 | 31.9 | 9.0 | 3.8 | 16.4 |
| LR_f_543 | Verbunivs`kaDacha | 36.89 | 49.42 | Don | female | 14.91 | LR | 54.3 | 19.0 | 26.6 | 27.3 | 7.9 | 3.3 | 12.7 |
| LR_m_662 | Pechenizhsk`iyRibhoz | 36.59 | 49.52 | Don | male | 14.72 | LR | 66.2 | 25.2 | 32.1 | 32.5 | 9.2 | 4.3 | 18.6 |
| LR_m_561 | Eschar | 36.35 | 49.47 | Don | male | 14.91 | LR | 56.1 | 20.9 | 27.3 | 28.5 | 7.7 | 3.7 | 16.1 |
| LR_f_641 | Balakliya | 36.48 | 49.27 | Don | female | 14.85 | LR | 64.1 | 26.8 | 31.7 | 32.3 | 9.3 | 4.1 | 17.3 |
| LR_f_569 | Gatishe | 36.52 | 50.18 | Don | female | 14.91 | LR | 56.9 | 20.1 | 26.0 | 28.1 | 9.0 | 3.6 | 15.6 |
| LRR_m_588 | Gaydary | 36.33 | 49.62 | Don | male | 22.97 | LRR | 58.8 | 20.6 | 28.8 | 28.9 | 9.1 | 3.5 | 13.7 |
| LRR_m_653 | Gaydary | 36.33 | 49.62 | Don | male | 22.64 | LRR | 65.3 | 21.5 | 31.5 | 31.9 | 8.2 | 3.8 | 15.1 |
| LRR_m_655 | Gaydary | 36.33 | 49.62 | Don | male | 22.98 | LRR | 65.5 | 22.1 | 32.8 | 34.5 | 9.2 | 4.5 | 15.9 |
| LRR_f_677 | Gaydary | 36.33 | 49.62 | Don | female | 22.80 | LRR | 67.7 | 29.4 | 33.8 | 36.4 | 10.8 | 4.3 | 18.1 |
| LRR_m_691 | Gaydary | 36.33 | 49.62 | Don | male | 22.81 | LRR | 69.1 | 22.6 | 33.0 | 33.4 | 9.2 | 4.0 | 16.7 |
| LRR_f_742 | Gaydary | 36.33 | 49.62 | Don | female | 22.79 | LRR | 74.2 | 25.5 | 35.2 | 35.6 | 10.7 | 4.0 | 17.4 |
| LRR_f_715 | DobritzkiyYar | 36.31 | 49.56 | Don | female | 22.60 | LRR | 71.5 | 22.0 | 35.3 | 34.4 | 10.3 | 4.1 | 15.5 |
| LRR_f_504 | SuhaGomol`sha | 36.34 | 49.54 | Don | female | 22.79 | LRR | 50.4 | 20.3 | 23.1 | 24.8 | 6.3 | 3.1 | 11.7 |
| LRR_m_564 | KreydyanaDacha | 36.80 | 49.43 | Don | male | 22.74 | LRR | 56.4 | 19.2 | 28.3 | 29.3 | 7.7 | 3.0 | 13.9 |
| LRR_m_755 | KreydyanaDacha | 36.80 | 49.43 | Don | male | 22.73 | LRR | 75.5 | 26.8 | 41.1 | 37.2 | 10.6 | 4.2 | 18.9 |
| LRR_f_618 | Verbunivs`kaDacha | 36.89 | 49.42 | Don | female | 22.81 | LRR | 61.8 | 21.2 | 28.8 | 30.2 | 9.4 | 3.2 | 14.5 |
| LRR_f_689 | Verbunivs`kaDacha | 36.89 | 49.42 | Don | female | 22.85 | LRR | 68.9 | 24.8 | 31.6 | 34.1 | 10.4 | 3.7 | 17.9 |
| LRR_m_721 | Balakliya | 36.48 | 49.27 | Don | male | 22.85 | LRR | 72.1 | 27.8 | 35.9 | 35.9 | 10.4 | 4.7 | 19.6 |
| RR_m_706 | Gorodnee | 35.14 | 50.05 | Dnipro | male | 16.13 | RR | 70.6 | 26.6 | 32.6 | 36.2 | 9.7 | 3.7 | 18.7 |
| RR_m_508 | Gubarivka | 35.35 | 50.16 | Dnipro | male | 16.27 | RR | 50.8 | 19.1 | 25.9 | 27.7 | 6.6 | 2.7 | 12.9 |
| RR_f_701 | Lipci | 36.38 | 50.21 | Don | female | 16.00 | RR | 70.1 | 27.0 | 36.0 | 37.6 | 10.6 | 3.0 | 17.8 |
| RR_f_825 | Martova | 36.96 | 49.93 | Don | female | 16.18 | RR | 82.5 | 31.5 | 42.3 | 44.3 | 12.4 | 4.9 | 24.0 |
| RR_f_537 | Pechenigy | 36.99 | 49.89 | Don | female | 16.22 | RR | 53.7 | 18.9 | 25.9 | 27.3 | 7.2 | 2.8 | 11.9 |
| RR_f_535 | SuhaGomol`sha | 36.34 | 49.54 | Don | female | 15.99 | RR | 53.5 | 20.0 | 26.5 | 28.1 | 7.8 | 3.2 | 14.5 |
| RR_m_521 | ChervonaGusarivka | 36.86 | 49.41 | Don | male | 16.01 | RR | 52.1 | 18.6 | 24.3 | 26.7 | 6.5 | 2.8 | 12.4 |
| RR_f_542 | ChervonaGusarivka | 36.86 | 49.41 | Don | female | 16.07 | RR | 54.2 | 19.3 | 26.2 | 28.2 | 7.1 | 2.7 | 12.9 |
| RR_f_693 | Vesele | 37.19 | 49.40 | Don | female | 16.11 | RR | 69.3 | 24.7 | 34.1 | 36.2 | 10.4 | 3.2 | 17.4 |
| RR_f_710 | Petropillya | 37.13 | 49.09 | Don | female | 16.01 | RR | 71.0 | 25.6 | 33.9 | 37.1 | 9.9 | 3.4 | 17.7 |
| RR_m_686 | Eschar | 36.35 | 49.47 | Don | male | 16.03 | RR | 68.6 | 26.8 | 33.6 | 36.1 | 10.3 | 3.8 | 19.7 |
| RR_m_792 | Balakliya | 36.48 | 49.27 | Don | male | 15.92 | RR | 79.2 | 26.2 | 34.0 | 35.7 | 9.3 | 3.2 | 17.2 |
| RR_m_930 | Zamulivka | 36.46 | 50.08 | Don | male | 16.08 | RR | 93.0 | 26.5 | 46.2 | 46.1 | 13.8 | 3.1 | 20.2 |
| RR_m_656 | Liman | 36.32 | 49.35 | Don | male | 16.20 | RR | 65.6 | 21.9 | 35.2 | 33.7 | 9.0 | 3.6 | 15.4 |
LRR_m_588
Gaydary
36.{"translated_text": "2.3 Sample file Bufotis_viridis_database.RData\nFor consideration in this course, another database may be useful, relatively larger in size. This is part of the data that were used in the PhD thesis of one of the authors of this textbook (D.Sh.), which was defended in 2004. The thesis was devoted to population diversity of green (Bufotis viridis) and common (Bufo bufo) toads in the Left-Bank Forest-Steppe of Ukraine. Only the part of the data concerning green toads is presented here. The database characterizes toad samples collected at spawning sites using a non-selective method (relative to individuals at the spawning sites) in the late 20th century and early 21st century. The studied toad specimens were transferred for preservation to the Museum of Nature at V.N. Karazin Kharkiv National University. Sampling locations and sample sizes are shown in Fig. 2.3.1. Note: many toponyms have changed since the time of sampling; the map shows the names that existed in 2004!\n
\nFig. 2.3.1. Sampling locations, numbers, conventional names, and sample sizes of Bufotis viridis from the Bufotis_viridis_database.RData database\nGeographic coordinates are provided for sampling locations (decimal format for small values). Toads were described by filling out a specific paper form. This form provided for recording the state of a significant number of morphometric characters (Table 2.3.1), as well as alternative phenetic and rank characters (Table 2.3.2). Not all characters used in the description proved useful for studying diversity. Multivariate statistical methods were used in the thesis research; primarily, proportional character values were used (result of dividing metric characters, except the first, by the first, body length). The tables present the old codes used for the listed characters in the thesis defended in 2004; the codes were changed for convenience of using the database, and the old codes are given just in case, for example, to enable comparison of results with the author's abstract of the defended thesis.\nThe described database can be downloaded from the link, as shown in Fig. 2.3.2.\n
\nFig. 2.3.2. Downloading Bufotis_viridis_database.RData\nTable 2.3.1. Morphometric characters by which green toads (Bufotis viridis) were described in the Bufotis_viridis_database.RData dataframe\n\nCode\n\nCharacter\n\nCode\n\nCharacter\nOld code\n\n\n\nL01\n\nBody length\n\nC01L\n\n\n\nM02\n\nHead width\n\nP02\nRelative head width\nC02M, C02P\n\n\n\nM03\n\nHead length\n\nP03\nRelative head length\nC03M, C03P\n\n\n\nM04\n\nEye length\n\nP04\nRelative eye length\nC04M, C04P\n\n\n\nM05\n\nDistance between eyelids\n\nP05\nRelative distance between eyelids\nC05M, C05P\n\n\n\nM06\n\nEyelid width\n\nP06\nRelative eyelid width\nC06M, C06P\n\n\n\nM07\n\nDistance from anterior edge of eye to nostril\n\nP07\nRelative distance from anterior edge of eye to nostril\nC07M, C07P\n\n\n\nM08\n\nDistance between nostrils\n\nP08\nRelative distance between nostrils\nC08M, C08P\n\n\n\nM09\n\nDistance from rostrum to nostril\n\nP09\nRelative distance from rostrum to nostril\nC09M, C09P\n\n\n\nM10\n\nDistance from rostrum to corner of jaw\n\nP10\nRelative distance from rostrum to corner of jaw\nC10M, C10P\n\n\n\nM11\n\nDistance from eye to tympanum\n\nP11\nRelative distance from eye to tympanum\nC11M, C11P\n\n\n\nM12\n\nVertical diameter of tympanum\n\nP12\nRelative vertical diameter of tympanum\nC12M, C12P\n\n\n\nM13\n\nHorizontal diameter of tympanum\n\nP13\nRelative horizontal diameter of tympanum\nC13M, C13P\n\n\n\nM14\n\nDistance from rostrum to left parotoid gland\n\nP14\nRelative distance from rostrum to left parotoid gland\nC14M, C14P\n\n\n\nM15\n\nDistance from rostrum to right parotoid gland\n\nP15\nRelative distance from rostrum to right parotoid gland\nC15M, C15P\n\n\n\nM16\n\nDistance between anterior ends of parotoid glands\n\nP16\nRelative distance between anterior ends of parotoid glands\nC16M, C16P\n\n\n\nM17\n\nDistance between posterior ends of parotoid glands\n\nP17\nRelative distance between posterior ends of parotoid glands\nC17M, C17P\n\n\n\nM18\n\nLength of left parotoid gland\n\nP18\nRelative length of left parotoid gland\nC18M, C18P\n\n\n\nM19\n\nLength of right parotoid gland\n\nP19\nRelative length of right parotoid gland\nC19M, C19P\n\n\n\nM20\n\nMaximum width of left parotoid gland\n\nP20\nRelative maximum width of left parotoid gland\nC20M, C20P\n\n\n\nM21\n\nMaximum width of right parotoid gland\n\nP21\nRelative maximum width of right parotoid gland\nC21M, C21P\n\n\n\nM22\n\nMinimum distance between parotoid glands\n\nP22\nRelative minimum distance between parotoid glands\nC22M, C22P\n\n\n\nM23\n\nDistance from rostrum to constriction between parotoid glands\n\nP23\nRelative distance from rostrum to constriction between parotoid glands\nC23M, C23P\n\n\n\nM24\n\nDistance from rostrum to shoulder joint\n\nP24\nRelative distance from rostrum to shoulder joint\nC24M, C24P\n\n\n\nM25\n\nDistance from rostrum to axillary pit\n\nP25\nRelative distance from rostrum to axillary pit\nC25M, C25P\n\n\n\nM26\n\nDistance from corner of jaw to axillary pit\n\nP26\nRelative distance from corner of jaw to axillary pit\nC26M, C26P\n\n\n\nM27\n\nForearm length\n\nP27\nRelative forearm length\nC27M, C27P\n\n\n\nM28\n\nDistance from elbow joint to tip of fingers\n\nP28\nRelative distance from elbow joint to tip of fingers\nC28M, C28P\n\n\n\nM29\n\nLength of outer carpal tubercle\n\nP29\nRelative length of outer carpal tubercle\nC29M, C29P\n\n\n\nM30\n\nLength of inner carpal tubercle\n\nP30\nRelative length of inner carpal tubercle\nC30M, C30P\n\n\n\nM31\n\nLength of trunk between fore and hind legs\n\nP31\nRelative length of trunk between fore and hind legs\nC31M, C31P\n\n\n\nM32\n\nFemur length\n\nP32\nRelative femur length\nC32M, C32P\n\n\n\nM33\n\nTibia length\n\nP33\nRelative tibia length\nC33M, C33P\n\n\n\nM34\n\nLength of longest toe from inner metatarsal tubercle\n\nP34\nRelative length of longest toe from inner metatarsal tubercle\nC34M, C34P\n\n\n\nM35\n\nLength of inner toe from inner metatarsal tubercle\n\nP35\nRelative length of inner toe from inner metatarsal tubercle\nC35M, C35P\n\n\n\nM36\n\nLength of inner metatarsal tubercle\n\nP36\nRelative length of inner metatarsal tubercle\nC36M, C36P\n\nTable 2.3.2. Phenetic (alternative) and discrete (including rank) characters by which green toads (Bufotis viridis) were described in the Bufotis_viridis_database.RData dataframe\n\nCode\n\nCharacter\n\nCharacter state\n\nOld code\n\n\n\nF37\n\nDorsomedial stripe\n\n0 – absent; 1 – straight, interrupted; 2 – sinuous, continuous; 3 – straight, continuous\n\nC37F\n\n\n\nF38\n\nBrightness of dorsal spots\n\n0 – absent; 1 – dull; 2 – contrasting\n\nC38F\n\n\n\nF39\n\nRelative area of dorsal spots\n\n0 – more than background; 1 – background and spots equal; 2 – more spots\n\nC39F\n\n\n\nF40\n\nSize of dorsal spots\n\n0 – absent; 1 – smaller than eye; 2 – as eye; 3 – larger than eye\n\nC40F\n\n\n\nF41\n\nConnectivity of dorsal spots\n\n0 – spots isolated; 1 – connected in groups; 2 – single pattern\n\nC42F\n\n\n\nF42\n\nSymmetry of dorsal pattern\n\n0 – symmetric; 1 – deviation from symmetry; 2 – asymmetric\n\nC43F\n\n\n\nF43\n\nWhite border of dorsal spots\n\n0 – absent; 1 – present\n\nC44F\n\n\n\nF44\n\nBlack border of dorsal spots\n\n0 – absent; 1 – present\n\nC45F\n\n\n\nF45\n\nGland border\n\n0 – diffuse; 1 – distinct\n\nC51F\n\n\n\nF46\n\nSpines on glands\n\n0 – absent; 1 – present\n\nC52F\n\n\n\nF47\n\nGland arrangement\n\n0 – with gaps; 1 – continuous\n\nC53F\n\n\n\nF48\n\nPresence of dorsal gland rows\n\n0 – glands arranged chaotically; 1 – glands arranged in rows\n\nC54F\n\n\n\nF49\n\nGland arrangement on body side\n\n0 – absent; 1 – chaotic; 2 – lateral row in anterior part; 3 – full lateral gland row\n\nC55F\n\n\n\nF50\n\nGland arrangement under lateral row\n\n0 – absent; 1 – chaotic; 2 – arranged in rows\n\nC56F\n\n\n\nF51\n\nDots on throat\n\n0 – absent; 1 – present\n\nC57F\n\n\n\nF52\n\nSmall spots on throat\n\n0 – absent; 1 – rare; 2 – frequent\n\nC58F\n\n\n\nF53\n\nLarge spots on throat\n\n0 – absent; 1 – rare; 2 – frequent\n\nC59F\n\n\n\nF54\n\nThroat background pigmentation\n\n0 – transparent; 1 – white; 2 – pigmented\n\nC60F\n\n\n\nF55\n\nDots on chest\n\n0 – absent; 1 – present\n\nC61F\n\n\n\nF56\n\nSmall spots on chest\n\n0 – absent; 1 – rare; 2 – frequent\n\nC62F\n\n\n\nF57\n\nLarge spots on chest\n\n0 – absent; 1 – rare; 2 – frequent\n\nC63F\n\n\n\nF58\n\nChest background pigmentation\n\n0 – transparent; 1 – white; 2 – pigmented\n\nC64F\n\n\n\nF59\n\nDots on abdomen\n\n0 – absent; 1 – present\n\nC65F\n\n\n\nF60\n\nSmall spots on abdomen\n\n0 – absent; 1 – rare; 2 – frequent\n\nC66F\n\n\n\nF61\n\nLarge spots on abdomen\n\n0 – absent; 1 – rare; 2 – frequent\n\nC67F\n\n\n\nF62\n\nAbdomen background pigmentation\n\n0 – transparent; 1 – white; 2 – pigmented\n\nC68F\n\n\n\nF63\n\nDots on groin\n\n0 – absent; 1 – present\n\nC69F\n\n\n\nF64\n\nSmall spots on groin\n\n0 – absent; 1 – rare; 2 – frequent\n\nC70F\n\n\n\nF65\n\nLarge spots on groin\n\n0 – absent; 1 – rare; 2 – frequent\n\nC71F\n\n\n\nF66\n\nGroin background pigmentation\n\n0 – transparent; 1 – white; 2 – pigmented\n\nC72F\n\n\n\nD67\n\nNumber of spot-stripes on left forearm\n\nC75D\n\n\n\nD68\n\nNumber of spot-stripes on right forearm\n\nC76D\n\n\n\nD69\n\nNumber of spot-stripes on left tibia\n\nC77D\n\n\n\nD70\n\nNumber of spot-stripes on right tibia\n\nC78D\n\n\n\nD71\n\nNumber of 2-joint tubercles on longest toe of left hind leg\n\nC79D\n\n\n\nD72\n\nNumber of 2-joint tubercles on longest toe of right hind leg\n\nC80D\n\n\n\nD73\n\nNumber of 3-joint tubercles on longest toe of left hind leg\n\nC81D\n\n\n\nD74\n\nNumber of 3-joint tubercles on longest toe of right hind leg\n\nC82D\n\n\n\nR75\n\nRank of length of finger I\n\nThe longest finger corresponds to rank 1, others in order of decreasing length. Fingers of equal length have the same rank\n\nC83D\n-\nC86D\n\n\n\nR76\n\nRank of length of finger II\n\n\n\nR77\n\nRank of length of finger III\n\n\n\nR78\n\nRank of length of finger IV"}
|
Code |
Hybridization between a male pool frog and a female lake frog (left), and the result of this hybridization — the interspecific hybrid, edible frog (right) |
Code | Hybridization between a male pool frog and a female lake frog (left), and the result of this hybridization — the interspecific hybrid, edible frog (right) | Old code |
|
L01 |
Body length |
S01L | ||
|
M02 |
Width of the head |
P02 | Relative width of the head | S02M, S02P |
|
M03 |
Length of the head |
P03 | Relative length of the head | S03M, S03P |
|
M04 |
Length of the eye |
P04 | Relative length of the eye | S04M, S04P |
|
M05 |
Distance between the eyelids |
P05 | Relative distance between the eyelids | S05M, S05P |
|
M06 |
Width of the eyelid |
P06 | Relative width of the eyelid | S06M, S06P |
|
M07 |
Distance from the anterior edge of the eye to the nostril |
P07 | Relative distance from the anterior edge of the eye to the nostril | S07M, S07P |
|
M08 |
Distance between the nostrils |
P08 | Relative distance between the nostrils | S08M, S08P |
|
M09 |
Distance from the rostrum to the nostril |
P09 | Relative distance from the rostrum to the nostril | S09M, S09P |
|
M10 |
Distance from the rostrum to the angle of the jaw |
P10 | Relative distance from the rostrum to the angle of the jaw | S10M, S10P |
|
M11 |
Distance from the eye to the tympanic membrane |
P11 | Relative distance from the eye to the tympanic membrane | S11M, S11P |
|
M12 |
Vertical diameter of the tympanic membrane |
P12 | Relative vertical diameter of the tympanic membrane | S12M, S12P |
|
M13 |
Horizontal diameter of the tympanic membrane |
P13 | Relative horizontal diameter of the tympanic membrane | S13M, S13P |
|
M14 |
Distance from the rostrum to the left suprascapular gland |
P14 | Relative distance from the rostrum to the left suprascapular gland | S14M, S14P |
|
M15 |
Distance from the rostrum to the right suprascapular gland |
P15 | Relative distance from the rostrum to the right suprascapular gland | S15M, S15P |
|
M16 |
Distance between the anterior ends of the suprascapular glands |
P16 | Relative distance between the anterior ends of the suprascapular glands | S16M, S16P |
|
M17 |
Distance between the posterior ends of the suprascapular glands |
P17 | Relative distance between the posterior ends of the suprascapular glands | S17M, S17P |
|
M18 |
Length of the left suprascapular gland |
P18 | Relative length of the left suprascapular gland | S18M, S18P |
|
M19 |
Length of the right suprascapular gland |
P19 | Relative length of the right suprascapular gland | S19M, S19P |
|
M20 |
Greatest width of the left suprascapular gland |
P20 | Relative greatest width of the left suprascapular gland | S20M, S20P |
|
M21 |
Greatest width of the right suprascapular gland |
P21 | Relative greatest width of the right suprascapular gland | S21M, S21P |
|
M22 |
Smallest distance between the suprascapular glands |
P22 | Relative smallest distance between the suprascapular glands | S22M, S22P |
|
M23 |
Distance from the rostrum to the constriction between the suprascapular glands |
P23 | Relative distance from the rostrum to the constriction between the suprascapular glands | S23M, S23P |
|
M24 |
Distance from the rostrum to the shoulder joint |
P24 | Relative distance from the rostrum to the shoulder joint | S24M, S24P |
|
M25 |
Distance from the rostrum to the axilla |
P25 | Relative distance from the rostrum to the axilla | S25M, S25P |
|
M26 |
Distance from the angle of the jaw to the axilla |
P26 | Relative distance from the angle of the jaw to the axilla | S26M, S26P |
|
M27 |
Length of the forearm |
P27 | Relative length of the forearm | S27M, S27P |
|
M28 |
Distance from the elbow joint to the fingertips |
P28 | Relative distance from the elbow joint to the fingertips | S28M, S28P |
|
M29 |
Length of the outer carpal tubercle |
P29 | Relative length of the outer carpal tubercle | S29M, S29P |
|
M30 |
Length of the inner carpal tubercle |
P30 | Relative length of the inner carpal tubercle | S30M, S30P |
|
M31 |
Length of the trunk between the fore and hind legs |
P31 | Relative length of the trunk between the fore and hind legs | S31M, S31P |
|
M32 |
Length of the thigh |
P32 | Relative length of the thigh | S32M, S32P |
|
M33 |
Length of the shank |
P33 | ![]() |
S33M, S33P |
|
M34 |
Length of the longest toe from the inner metatarsal tubercle |
P34 | Relative length of the longest toe from the inner metatarsal tubercle | S34M, S34P |
|
M35 |
Length of the inner toe from the inner metatarsal tubercle |
P35 | Relative length of the inner toe from the inner metatarsal tubercle | S35M, S35P |
|
M36 |
Length of the inner metatarsal tubercle |
P36 | Relative length of the inner metatarsal tubercle | S36M, S36P |
Morphometric measurements were taken on fixed frogs using calipers; data were measured to an accuracy of 0.1 mm; measurement results are given in mm. The most significant of these traits is body length. All other traits can be used either as absolute values or as proportions (the ratio of the given trait to body length). Furthermore, for various purposes, indices can be calculated — complex traits that are computed as certain combinations of the original morphometric measurements. Strictly speaking, proportions (ratios of measurements to body length) are also indices, but for convenience, these concepts are narrowed as proposed in this paragraph.
|
Code |
Hybridization between a male pool frog and a female lake frog (left), and the result of this hybridization — the interspecific hybrid, edible frog (right) |
State of the trait |
Old code |
|
F37 |
Relative Tibia Length |
0 - absent; 1 - straight, broken; 2 - wavy, continuous; 3 - straight, continuous |
C37F |
|
F38 |
Brightness of the spots on the back |
0 - absent; 1 - faint; 2 - contrasting |
C38F |
|
F39 |
Relative area of the spots on the back |
0 - more background; 1 - background and spots equally; 2 - more spots |
C39F |
|
F40 |
Size of the spots on the back |
0 - absent; 1 - smaller than the eye; 2 - like the eye; 3 - larger than the eye |
C40F |
|
F41 |
Connectedness of the spots on the back |
0 - spots isolated; 1 - joined in groups of several; 2 - a single pattern |
C42F |
|
F42 |
Symmetry of the pattern on the back |
0 - symmetric; 1 - deviation from symmetry; 2 - asymmetric |
C43F |
|
F43 |
A white border of the spots on the back |
0 - absent; 1 - present |
C44F |
|
F44 |
Black border of the spots on the back |
0 - absent; 1 - present |
C45F |
|
F45 |
Boundary of the glands |
0 - blurred; 1 - sharp |
C51F |
|
F46 |
Spinules on the glands |
0 - absent; 1 - present |
C52F |
|
F47 |
Arrangement of the glands |
0 - with gaps; 1 - continuous |
C53F |
|
F48 |
Presence of rows of dorsal glands |
0 - glands arranged chaotically; 1 - glands arranged in rows |
C54F |
|
F49 |
Arrangement of the glands on the side of the trunk |
0 - absent; 1 - chaotic; 2 - a lateral row in the anterior part; 3 - a complete lateral row of glands |
C55F |
|
F50 |
Arrangement of the glands below the lateral row |
0 - absent; 1 - chaotic; 2 - arranged in rows |
C56F |
|
F51 |
Dots on the throat |
0 - absent; 1 - present |
C57F |
|
F52 |
Small spots on the throat |
0 - absent; 1 - rare; 2 - frequent |
C58F |
|
F53 |
Large spots on the throat |
0 - absent; 1 - rare; 2 - frequent |
C59F |
|
F54 |
Background pigmentation of the throat |
0 - transparent; 1 - white; 2 - pigmented |
C60F |
|
F55 |
Dots on the chest |
0 - absent; 1 - present |
C61F |
|
F56 |
Small spots on the chest |
0 - absent; 1 - rare; 2 - frequent |
C62F |
|
F57 |
Large spots on the chest |
0 - absent; 1 - rare; 2 - frequent |
C63F |
|
F58 |
Background pigmentation of the chest |
0 - transparent; 1 - white; 2 - pigmented |
C64F |
|
F59 |
Dots on the belly |
0 - absent; 1 - present |
C65F |
|
F60 |
Small spots on the belly |
0 - absent; 1 - rare; 2 - frequent |
C66F |
|
F61 |
Large spots on the belly |
0 - absent; 1 - rare; 2 - frequent |
C67F |
|
F62 |
Background pigmentation of the belly |
0 - transparent; 1 - white; 2 - pigmented |
C68F |
|
F63 |
Dots in the groin |
0 - absent; 1 - present |
C69F |
|
F64 |
Small spots in the groin |
0 - absent; 1 - rare; 2 - frequent |
C70F |
|
F65 |
Large spots in the groin |
0 - absent; 1 - rare; 2 - frequent |
C71F |
|
F66 |
Background pigmentation of the groin |
0 - transparent; 1 - white; 2 - pigmented |
C72F |
|
D67 |
Number of spot-stripes on the left forearm |
C75D | |
|
D68 |
Number of spot-stripes on the right forearm |
C76D | |
|
D69 |
Number of spot-stripes on the left shank |
C77D | |
|
D70 |
Number of spot-stripes on the right shank |
C78D | |
|
D71 |
Number of two-jointed tubercles on the longest toe of the left hind leg |
C79D | |
|
D72 |
Number of two-jointed tubercles on the longest toe of the right hind leg |
C80D | |
|
D73 |
Number of three-jointed tubercles on the longest toe of the left hind leg |
C81D | |
|
D74 |
Number of three-jointed tubercles on the longest toe of the right hind leg |
C82D | |
|
R75 |
Rank of the length of finger I of the hand |
The longest toe is assigned rank 1, the others in order of decreasing length. Toes of equal length have the same rank |
C83D |
|
R76 |
Rank of the length of finger II of the hand |
||
|
R77 |
Rank of the length of finger III of the hand |
||
|
R78 |
Rank of the length of finger IV of the hand |
||
