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- (hist) Computing homology [26,570 bytes]
- (hist) Linear algebra of Euclidean space [26,231 bytes]
- (hist) Cubical calculus [25,890 bytes]
- (hist) Peter Saveliev's Academic Portfolio [25,749 bytes]
- (hist) Topology of graphs [25,236 bytes]
- (hist) Web search traffic [24,993 bytes]
- (hist) Set-valued maps [24,899 bytes]
- (hist) Selection votes [24,136 bytes]
- (hist) Linear functions in Euclidean space [23,906 bytes]
- (hist) Introduction to discrete calculus, continued [22,122 bytes]
- (hist) Homology classes [21,669 bytes]
- (hist) Geometry of Euclidean space [21,654 bytes]
- (hist) Convergence of the discrete to the continuous [21,407 bytes]
- (hist) Homology as an equivalence relation [21,381 bytes]
- (hist) More metric complexes [21,266 bytes]
- (hist) Geometric complexes [20,947 bytes]
- (hist) Topology [20,791 bytes]
- (hist) Cubical complexes [20,730 bytes]
- (hist) Lefschetz theory for coincidences [19,940 bytes]
- (hist) Image Sequences [19,834 bytes]
- (hist) Preview of calculus: part 2 [19,336 bytes]
- (hist) Compact spaces [19,314 bytes]
- (hist) Pixcavator releases [19,044 bytes]
- (hist) Determinants of linear operators [19,013 bytes]
- (hist) Multilinear forms [17,987 bytes]
- (hist) Calculus Illustrated -- preface [17,783 bytes]
- (hist) Cochain complexes and cohomology [17,776 bytes]
- (hist) Publications that use Pixcavator [17,550 bytes]
- (hist) Lefschetz numbers in control theory [17,498 bytes]
- (hist) Limits: part 3 [17,400 bytes]
- (hist) Preview of calculus: part 3 [17,328 bytes]
- (hist) Precalculus exercises [17,306 bytes]
- (hist) A new look at continuity [17,256 bytes]
- (hist) Surfaces and their homology [17,121 bytes]
- (hist) Internal structure of a vector space: part 2 [17,000 bytes]
- (hist) Integral theorems of vector calculus [16,808 bytes]
- (hist) Elementary ODEs [16,519 bytes]
- (hist) Calculus Illustrated [16,333 bytes]
- (hist) Test [16,329 bytes]
- (hist) Products of complexes [16,322 bytes]
- (hist) Elementary PDEs [16,200 bytes]
- (hist) Topology Illustrated -- Index [16,194 bytes]
- (hist) Calculus on graphs [16,188 bytes]
- (hist) Neighborhoods and topologies [16,171 bytes]
- (hist) Vector calculus: exercises [16,163 bytes]
- (hist) The topology of a binary image [16,161 bytes]
- (hist) Tangent bundles [16,004 bytes]
- (hist) Terms and conditions [15,930 bytes]
- (hist) Cochains on graphs [15,783 bytes]
- (hist) The topology of a gray scale image [15,759 bytes]
- (hist) Vector integrals [15,576 bytes]
- (hist) Visual image search engines [15,435 bytes]
- (hist) Calculus exercises: part II [15,323 bytes]
- (hist) Discrete functions [15,213 bytes]
- (hist) Integration of differential forms of degree 2 [14,890 bytes]
- (hist) Calculus exercises: advanced [14,705 bytes]
- (hist) Chain complex [14,677 bytes]
- (hist) Voting and social choice [14,661 bytes]
- (hist) Matrices: part 2 [14,639 bytes]
- (hist) What shape of sword is best for cutting? [14,486 bytes]
- (hist) Internal structure of a vector space: part 3 [14,406 bytes]
- (hist) Inner product spaces: part 1 [14,395 bytes]
- (hist) More on vector spaces [14,313 bytes]
- (hist) Vector spaces: introduction [13,835 bytes]
- (hist) Approaches to image analysis [13,690 bytes]
- (hist) Books on computer vision [13,679 bytes]
- (hist) Diffusion with various geometry [13,676 bytes]
- (hist) Forms [13,675 bytes]
- (hist) Calculus I -- Fall 2017 [13,668 bytes]
- (hist) Constructions [13,607 bytes]
- (hist) Homology maps [13,598 bytes]
- (hist) Matrices as functions [13,557 bytes]
- (hist) Calculus projects [13,415 bytes]
- (hist) Image Simplification [13,394 bytes]
- (hist) Calculus exercises: part IV [13,357 bytes]
- (hist) Lengths of curves [13,324 bytes]
- (hist) Grayscale images [13,313 bytes]
- (hist) Change of variables in integral [13,189 bytes]
- (hist) Homeomorphism [13,148 bytes]
- (hist) Linear operators: part 4 [13,078 bytes]
- (hist) Grayscale images - implementation [13,016 bytes]
- (hist) Linear operators: part 1 [12,962 bytes]
- (hist) Calculus as a part of topology [12,932 bytes]
- (hist) Statistics: final exam [12,590 bytes]
- (hist) Eigenvalues and eigenvectors of linear operators [12,583 bytes]
- (hist) Robustness of topology: persistence [12,532 bytes]
- (hist) Line integrals [12,511 bytes]
- (hist) Calculus I -- Spring 2017 [12,417 bytes]
- (hist) Integration of differential forms of degree 0 and 1 [12,344 bytes]
- (hist) Guitar Chord Calculator [12,103 bytes]
- (hist) The geometry a gray scale image [12,013 bytes]
- (hist) Calculus II -- Spring 2018 [11,945 bytes]
- (hist) Stability Analysis [11,899 bytes]
- (hist) Current classes [11,584 bytes]
- (hist) Euclidean space made discrete [11,568 bytes]
- (hist) Students research projects [11,499 bytes]
- (hist) Bases of neighborhoods [11,448 bytes]
- (hist) Calculus I -- Fall 2016 [11,400 bytes]
- (hist) Limits: part 2 [11,348 bytes]
- (hist) Discrete Calculus: Applied Analysis on Graphs for Computational Science by Grady and Polimeni [11,171 bytes]
- (hist) Linear operators: part 5 [11,116 bytes]
- (hist) Topology graph [10,599 bytes]
- (hist) Continuity of functions [10,528 bytes]
- (hist) Wave equation [10,468 bytes]
- (hist) Means [10,458 bytes]
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- (hist) Internal structure of a vector space: part 1 [10,388 bytes]
- (hist) Limits: part 1 [10,344 bytes]
- (hist) College Algebra -- Fall 2016 [10,290 bytes]
- (hist) Calculus III -- Fall 2017 [10,189 bytes]
- (hist) Diagonalization of matrices [10,167 bytes]
- (hist) Output tab [10,066 bytes]
- (hist) Objects in gray scale images [9,900 bytes]
- (hist) Inner product spaces: part 2 [9,891 bytes]
- (hist) Isotropy in numerical PDEs [9,868 bytes]
- (hist) Votes and elections [9,850 bytes]
- (hist) Linear operators: part 3 [9,849 bytes]
- (hist) Preview of calculus: part 1 [9,813 bytes]
- (hist) Fundamental group [9,781 bytes]
- (hist) Introductory algebraic topology: review exercises [9,628 bytes]
- (hist) The topology of data [9,616 bytes]
- (hist) Continuous vs discrete differential forms [9,506 bytes]
- (hist) Integral: definition [9,356 bytes]
- (hist) More about manifolds [9,273 bytes]
- (hist) Measuring objects [9,257 bytes]
- (hist) Applied Calculus -- Spring 2015 [9,205 bytes]
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- (hist) Extrema of functions of several variables [9,136 bytes]
- (hist) Fields related to computer vision [9,117 bytes]
- (hist) Preface [9,115 bytes]
- (hist) Implicit differentiation [9,080 bytes]
- (hist) Examples of image analysis [9,068 bytes]
- (hist) Differential Equations -- Spring 2017 [9,067 bytes]
- (hist) Pattern recognition in computer vision [9,016 bytes]
- (hist) Advanced Topology: exercises [9,012 bytes]
- (hist) Multivectors [8,955 bytes]
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- (hist) Persistent homology [8,908 bytes]
- (hist) Derivative as a function [8,875 bytes]
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- (hist) Closed and exact forms [8,723 bytes]
- (hist) Dual space [8,704 bytes]
- (hist) Machine learning [8,688 bytes]
- (hist) The political spectrum is a circle [8,654 bytes]
- (hist) Reversing differentiation: antiderivatives [8,627 bytes]
- (hist) Linear operators: part 2 [8,533 bytes]
- (hist) Pixcavator image search [8,505 bytes]
- (hist) Calculus I -- Fall 2018 [8,499 bytes]
- (hist) Derivative reflects behavior of the function [8,486 bytes]
- (hist) Matrices: part 1 [8,477 bytes]
- (hist) Singular chain complexes [8,475 bytes]
- (hist) Image analysis software [8,409 bytes]
- (hist) Zachary Ahlers [8,388 bytes]
- (hist) Fantasy math [8,387 bytes]
- (hist) Modern Thermodynamics by John Denker [8,311 bytes]
- (hist) Algebraic operations with forms and cohomology [8,290 bytes]
- (hist) Forms vs vector fields and functions [8,284 bytes]
- (hist) Acyclic models [8,242 bytes]
- (hist) Ranking votes [8,216 bytes]
- (hist) Notation [8,163 bytes]
- (hist) Computing persistent homology of filtrations [8,151 bytes]
- (hist) Exponential models [8,073 bytes]
- (hist) Closedness and exactness of 1-forms [8,001 bytes]
- (hist) Conferences and workshops [7,923 bytes]
- (hist) Hodge duality of differential forms [7,896 bytes]
- (hist) Continuity of functions of several variables [7,802 bytes]
- (hist) Tree representation of images [7,801 bytes]
- (hist) Graduate program [7,791 bytes]
- (hist) Differentiation without limits: part 4 [7,664 bytes]
- (hist) Vector calculus: review [7,599 bytes]
- (hist) Chain complexes of cell complexes [7,551 bytes]
- (hist) Measure vegetation coverage [7,429 bytes]
- (hist) Computing integrals [7,422 bytes]
- (hist) Affine approximation [7,363 bytes]
- (hist) Topology I -- Fall 2013 [7,284 bytes]
- (hist) Equilibria of dynamical systems [7,206 bytes]
- (hist) Short overview [7,153 bytes]
- (hist) Plotting the graph of a function [7,135 bytes]
- (hist) Overview [7,020 bytes]
- (hist) Category [7,019 bytes]
- (hist) Human vision vs. computer vision [6,978 bytes]
- (hist) Course policy [6,809 bytes]
- (hist) Precalculus with Scientific Applications -- Spring 2016 [6,746 bytes]
- (hist) 3D image analysis [6,745 bytes]
- (hist) Mean Value Theorem [6,714 bytes]
- (hist) Calculus by Stewart [6,648 bytes]
- (hist) Axioms of calculus [6,647 bytes]
- (hist) Using derivative to find extreme values [6,636 bytes]
- (hist) Tangent bundles and differential forms [6,613 bytes]
- (hist) College Algebra -- Fall 2014 [6,583 bytes]
- (hist) How to compute homology [6,532 bytes]
- (hist) Links [6,509 bytes]
- (hist) Identities of vector calculus [6,420 bytes]
- (hist) Differentiation without limits: part 1 [6,413 bytes]
- (hist) Computational science training: 2010 projects [6,406 bytes]
- (hist) Pixcavator FAQ [6,371 bytes]
- (hist) The topology of a color image [6,307 bytes]
- (hist) Measuring the volume of prostate cancer tumor [6,300 bytes]
- (hist) Limits at infinity: part 2 [6,297 bytes]
- (hist) Calculus with Analytic Geometry III -- Spring 2015 [6,267 bytes]
- (hist) Polyhedron [6,218 bytes]
- (hist) Khan Academy [6,203 bytes]
- (hist) Orientation of manifolds [6,175 bytes]
- (hist) A graph representation of the topology of color images by Saveliev [6,161 bytes]
- (hist) Properties of integrals of differential forms [6,092 bytes]
- (hist) CellAnalyst [6,064 bytes]
- (hist) Multiparameter filtrations [6,030 bytes]
- (hist) College Algebra -- Fall 2013 [6,026 bytes]
- (hist) Christopher Means [6,003 bytes]
- (hist) Differential equations: exercises [5,974 bytes]
- (hist) De Rham cohomology [5,945 bytes]
- (hist) Calculus by Rogawski [5,822 bytes]
- (hist) Applications of derivative: optimization [5,806 bytes]
- (hist) Maxwell equations [5,794 bytes]
- (hist) Cell counting [5,793 bytes]
- (hist) Customers [5,760 bytes]
- (hist) Calculus 2: exercises [5,695 bytes]
- (hist) Computational science training: 2011 projects [5,672 bytes]
- (hist) Gradient [5,648 bytes]
- (hist) Using derivative to study concavity [5,625 bytes]
- (hist) Advanced Topology -- Spring 2013 [5,609 bytes]
- (hist) Calculus II -- Fall 2014 [5,583 bytes]
- (hist) How to compute Betti numbers [5,557 bytes]
- (hist) Independence of path [5,525 bytes]
- (hist) Solving systems of linear equations [5,476 bytes]
- (hist) Discrete Hodge star operator [5,441 bytes]
- (hist) Derivative and integral: Fundamental Theorem of Calculus [5,417 bytes]
- (hist) Excel simulations [5,401 bytes]
- (hist) Computational science training: 2012 [5,397 bytes]
- (hist) Limits at infinity: part 1 [5,311 bytes]
- (hist) Contemporary Abstract Algebra by Gallian [5,301 bytes]
- (hist) Geometric Hodge duality [5,274 bytes]
- (hist) Tangent cone [5,250 bytes]
- (hist) Melanoma [5,244 bytes]
- (hist) Pseudocode for binary images [5,216 bytes]
- (hist) University excused absence policy [5,204 bytes]
- (hist) Derivative as a limit [5,150 bytes]
- (hist) Differentiation without limits: part 3 [5,112 bytes]
- (hist) Topology of Surfaces by Kinsey [5,036 bytes]
- (hist) Linear algebra: exercises [5,014 bytes]
- (hist) Computational Homology by Kaczynski, Mischaikow, Mrozek [5,002 bytes]
- (hist) Tangent bundle [4,996 bytes]
- (hist) Image processing [4,991 bytes]
- (hist) Calculus with Analytic Geometry III -- Spring 2014 [4,954 bytes]
- (hist) Navier–Stokes equations [4,831 bytes]
- (hist) Cochain complex as the dual [4,820 bytes]
- (hist) Sub-pixel accuracy for distance measurement [4,735 bytes]
- (hist) Report generation [4,716 bytes]
- (hist) Differentiation without limits: part 2 [4,703 bytes]
- (hist) Capitalism [4,701 bytes]
- (hist) Simply connected spaces [4,694 bytes]
- (hist) Category of chain complexes [4,692 bytes]
- (hist) Point-set topology: exercises [4,689 bytes]
- (hist) Torus [4,648 bytes]
- (hist) Binary watershed [4,637 bytes]
- (hist) PageRank as a solution of a matrix equation [4,630 bytes]
- (hist) PageRank's dependence on the damping factor [4,614 bytes]
- (hist) Review exercises [4,594 bytes]
- (hist) Orientation [4,581 bytes]
- (hist) Roundness [4,577 bytes]
- (hist) Gestalt and computer vision [4,556 bytes]
- (hist) Peter Saveliev's publications [4,538 bytes]
- (hist) Continuity as accuracy [4,516 bytes]
- (hist) Applied algebraic topology [4,477 bytes]
- (hist) Counting fixed and live red blood cells [4,441 bytes]
- (hist) Directional derivative [4,437 bytes]
- (hist) JPlex examples [4,434 bytes]
- (hist) Wave equation from Maxwell equations [4,367 bytes]
- (hist) Rates of change [4,362 bytes]
- (hist) Homology software [4,340 bytes]
- (hist) Parametric curves: exercises [4,332 bytes]
- (hist) Spreadsheets [4,315 bytes]
- (hist) Inner product [4,308 bytes]
- (hist) Image segmentation [4,301 bytes]
- (hist) Physics [4,295 bytes]
- (hist) Student's guide to proof writing [4,294 bytes]
- (hist) Calculus 1: midterm 1 solutions [4,288 bytes]
- (hist) Elementary Linear Algebra -- Spring 2018 [4,269 bytes]
- (hist) Calculus I -- Fall 2012 [4,234 bytes]
- (hist) Cohomology of figure 8 [4,220 bytes]
- (hist) Peter Saveliev [4,194 bytes]
- (hist) Preview of calculus [4,177 bytes]
- (hist) General Stokes Theorem [4,149 bytes]
- (hist) Precision and recall [4,116 bytes]
- (hist) Modern Algebra I -- Fall 2011 [4,109 bytes]
- (hist) Graph representation of gray scale images [4,094 bytes]
- (hist) Analysis strategy [4,084 bytes]
- (hist) Discrete Calculus. An Introduction [4,081 bytes]
- (hist) Area [4,068 bytes]
- (hist) Analysis tab [4,019 bytes]
- (hist) Codifferential [4,016 bytes]
- (hist) Applications of the derivative [4,007 bytes]
- (hist) Graph representation of topology of color images [3,994 bytes]
- (hist) Connectivity [3,986 bytes]
- (hist) Using derivative to study monotonicity [3,971 bytes]
- (hist) Pixcavator's user's license [3,968 bytes]
- (hist) Vector calculus: midterm [3,964 bytes]
- (hist) Metric tensor in dimensions 1 and 2 [3,914 bytes]
- (hist) Current students' projects [3,909 bytes]
- (hist) Immunohistochemistry on lung biopsies [3,884 bytes]
- (hist) Ayasdi [3,864 bytes]
- (hist) Robustness of geometry [3,845 bytes]
- (hist) Developer’s introduction [3,827 bytes]
- (hist) Velocity [3,815 bytes]
- (hist) Derivative [3,808 bytes]
- (hist) Linear algebra: test 2 [3,780 bytes]
- (hist) Algebra of chain complexes I [3,764 bytes]
- (hist) Transversal section of a root [3,763 bytes]
- (hist) Radar gun: the math [3,756 bytes]
- (hist) Axioms of chain complexes [3,754 bytes]
- (hist) Topology Illustrated [3,748 bytes]
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- (hist) Linear algebra: test 1 [3,725 bytes]
- (hist) Calculus on chains [3,715 bytes]
- (hist) Chain rule of differentiation [3,710 bytes]
- (hist) Gray scale watershed [3,710 bytes]
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- (hist) Calculus and algebra vs topology [3,654 bytes]
- (hist) MATLAB [3,620 bytes]
- (hist) PageRank as a flow [3,593 bytes]
- (hist) Real analysis: final 2 [3,586 bytes]
- (hist) Algebraic topology and digital image analysis [3,544 bytes]
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- (hist) Topology of networks [3,536 bytes]
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- (hist) PageRank: the math [3,446 bytes]
- (hist) Filtering output data [3,438 bytes]
- (hist) Mathematics of computer vision: course [3,432 bytes]
- (hist) Topology II -- Spring 2014 [3,424 bytes]
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- (hist) Limit of function [3,404 bytes]
- (hist) Measuring staining in the liver [3,402 bytes]
- (hist) Partial derivatives [3,402 bytes]
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- (hist) Linear Algebra -- Spring 2013 [3,376 bytes]
- (hist) Real analysis: final 1 [3,319 bytes]
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- (hist) Poincare duality [3,317 bytes]
- (hist) Integral: introduction [3,304 bytes]
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- (hist) Advanced Topology -- Spring 2013 -- final exam [3,238 bytes]
- (hist) Counting sealed brood in bee frames [3,230 bytes]
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- (hist) Fermat's Theorem [3,205 bytes]
- (hist) Calculus II -- Fall 2012 [3,203 bytes]
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- (hist) Installing Pixcavator [3,180 bytes]
- (hist) Pseudocode for gray scale images [3,157 bytes]
- (hist) College Algebra by Sullivan [3,132 bytes]
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- (hist) Eilenberg–Steenrod axioms of homology [3,027 bytes]
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- (hist) Where do differential forms come from? [2,207 bytes]
- (hist) Higher order Nielsen numbers by Saveliev [2,202 bytes]
- (hist) Trigonometric functions [2,197 bytes]
- (hist) Applications of Lefschetz numbers in control theory by Saveliev [2,193 bytes]
- (hist) Orientable surface [2,191 bytes]
- (hist) Elementary Linear Algebra -- Spring 2018 -- final exam [2,190 bytes]
- (hist) Vector calculus: midterm 2 [2,177 bytes]
- (hist) Problem Solving in Sciences and Engineering: projects [2,160 bytes]
- (hist) Tensor product [2,153 bytes]
- (hist) Microarray analysis [2,133 bytes]
- (hist) Applied Calculus -- Spring 2015 -- final exam [2,097 bytes]
- (hist) Linear Algebra by Messer [2,094 bytes]
- (hist) Intro to Higher Mathematics -- Spring 2018 -- midterm [2,094 bytes]
- (hist) Calculus 1: final exam [2,085 bytes]
- (hist) Image analysis for a hand-held diagnostic device [2,067 bytes]
- (hist) Algorithm for grayscale images [2,063 bytes]
- (hist) Center of mass [2,060 bytes]
- (hist) Evaluating image-to-image search [2,060 bytes]
- (hist) Control [2,043 bytes]
- (hist) A Lefschetz-type coincidence theorem by Saveliev [2,041 bytes]
- (hist) Centroid [2,037 bytes]
- (hist) Colorant dispersion [2,034 bytes]
- (hist) Removing coincidences of maps between manifolds of different dimensions by Saveliev [2,034 bytes]
- (hist) Circumference of a coral lesion [2,031 bytes]
- (hist) Topology of proteins [2,030 bytes]