Theory: 
- Boolean Algebra and Gate Logic (AND, OR, NOT, Min/Max, SOP/POS, NAND, NOR, XOR, XNOR)
- MOS technology (CMOS/PMOS/NMOS, Tri-State, Fan-in/out, N-var Karnaugh Map, PLA, PAL)
- Digital Arithmetics (Add, Sub, Comparator, FA/RCA/CLA/CSA, Mul, Div, Barrel Shifter, Int/Fixed-Point/Floating-Point Number)
- Combinatorial Building Blocks (Multiplexer/Demultiplexer, Encoder/Decoder, Shannon Decomposition, VHDL)
- Memory Elements (D/SR Latches, D/T Flip-Flops)
- Sync FSMs (Moore/Mealy State Machines, State Minimization, ASM-Charts, Formal FSM Model)
- Async FSMs (Synthesis, State Minimization, State Encoding, Hazards, Metastability, Async Inputs)
- Programmable Logic (PLD/CPLD, FPGA, LUT, ASIC Gate Array/Standard Cell) 

Practical experience:
- VHDL

Theory:
- Instruction Set Architecture (MIPS, ARMv7, CISC/RISC)
- Assembly (Arithmetics, Constants, Cond Branches, Arrays, Memory Access, Funct Calls, Argument/Return Vals, Stack, Pointers)
- I/O Systems (Memory Mapped I/O, GPIO, Sync/Async Buses, DMA, Timers, Parallel/Serial Coms, PCI/USB, Interrupts, SPI/I2C)
- Processor Design (ALU, Control Unit, Pseudo-Direct Addressing, Performance Analysis, Spacial/Temporal Locality, Parallelism and Pipelining, Data/Control Hazards, Forwarding, Stalling, Flushing, Branch Prediction)
- Memory (SRAM/DRAM/Flash/Magnetic, Cache, Main/Virtual Memory, Direct Mapped/N-way/Fully Associative Cache, MMU, TLB)
- Parallell Processors and Programs (Parallelism, Concurrency, DLP, TLP, SISD/SIMD/MISD/MIMD, ILP, Hardware/Simultaneous Multithreading, GPUs, SMP, Semaphores, Mutex)

Practical experience:
- C
- Assembly
- MIPS
- ChipKIT Uno32

Theory:
- Fundamentals (Abstraction, Virtualization, Resource Management)
- Processes (POSIX API, User/Kernel Space, Memory Layout, System Calls, Sync/Async Interrupts, Process State/Creation, Context Switching)
- Scheduling (Process Scheduling, FCFS, SJF, STCF, MLFQ, Stride/Real-Time Scheduling, RMS, EDF, Fairness)
- Segmentation (Memory Virtualization, Batching, Time-Sharing, Static/Dynamic Relocation, Fragmentation, Segmentation)
- Memory Management (Malloc, Coalescing, Buddy Allocation, mmap, sbrk)
- Paging (Page Table, Multi-Level Page Table, Inverted)
- Swapping (Random/OR/LRU Policy)
- Concurrency (Threads, Cache Coherence, Sequential Consistency, TSO, TLS) 
- Locks/Semaphores (Peterson's Algorithm, pthread mutex) 
- Storage (HDD/SSD/NAND/SSHD/RAID Anatomy)
- File Systems (inodes, Symbolic/Soft Links, Super Block, Disaster Recovery)
- VMs (Hypervisor/VMM, Containerization, Emulators, Runtime Systems)

Practical experience:
- C

Theory: 
- Fundamentals (Processing, Queueing, Transmission, Propagation, Delays, Losses, Throughput, Latency, Layering)
- Application Layer (HTTP, Cookies, Caching, SMTP, IMAP, POP3, FTP, DNS, Sockets)
- Transport Layer (UDP, TCP, Multiplexing/Demultiplexing, Congestion Control)
- Network Layer (IPv4, IPv6, NAT, DHCP, LS/DV/OSPF Routing, BGP, ICMP)
- Link Layer (Time/Frequency-Division Multiplexing, CSMA/CD, Polling/Token Passing, Ethernet, ARP, LL Switching, VLAN)

Practical experience:
- Java
- Socket Programming
- telnet
- OpenSSL
- SMTP
- POP3
- IMAP
- HTTP
- Wireshark
- Webmin
- dig
- Cisco Packet Tracer
- Cisco Router Configuration
- Linux Host Configuration
- DHCP
- DNS

Theory: 
- Symmetric Key Cryptography (Polybius, Polygraphic, S-Boxes, Trithemius, Vigenère, One-Time Pads, PRNG, Stream, RC4, Block, Hill, Transposition, AES)
- Asymmetric Key Cryptography (RSA, Elgamal, Diffie-Hellman)
- Hashing (MD5, SHA, Signatures, Collision Resistance)
- Firewalls (Policies, Stateless/ful, PFF, ALG)
- Tunneling (SSH, IPsec, VPN)
- Web Security (HTTPS, Certificates, Cookies, XSS)
- File System Security (ACM/ACL, File/Disk Encryption, EFS, BitLocker, TrueCrypt, Plausible Deniability)
- Attacks (M-i-t-M, Brute Force, Overflow, Spoofing, Sniffing, Sequence Prediction, Sesh Hijacking, Flooding, DDoS, Cache Poisoning, Malware, Replay)

Practical experience:
- Java
- Wireshark
- Linux Firewalls

Theory: 
- Data Storage (Variables, Primitive Data Types, Conversions)
- Methods (Creation, Handling, Recursion)
- Algorithms (Selection, Search, Complexity, Correctness)
- Objects (Services, Resources, Inheritance/Class Resources, Handling)
- Exceptions (Handling, Hierarchies, Patterns)
- I/O (Streams, STDIN/STDOUT, Binary/Text/Object Files)
- Inheritance (Sub/Super Class, Polymorphism, Dynamic Binding)
- Interfaces (Hierarchies, Type Independence, Inner Classes)

Practical experience:
- Java

Theory:
- Basic Types (Arithmetics, Functions, Bools, Atoms, Strings, Lists, Tuples)
- Recursion (Tail Recursion, Accumulators, n-reverse, n-flatten)
- Tree Structures (Insert, Delete, Key-Value Lookup, Modify)
- λ Calculus (Bottoms, Scope, Order-of-Evaluation, Functions, Expressions, Recursion)
- Evaluation ([Case] Expression/Sequence Evaluation, Pattern Matching, Free Variables, Scope)
- Complexity (Big-O, Run-Time Complexity)
- Dynamic Programming
- Concurrency (CSP, Actor Model, Selective Receive, Implicit Deferral, Flow-Based Programming)
- Parallelism (Loop/Map-Reduce/Task/Stream Parallelism, Null Test, Image Processing)

Practical experience:
- Elixir

Theory: 
- Data Structures ([Priority] Queues, Linked Lists, Stacks, Bags/Multisets, Trees, Generics/Iterators, Hash Tables, Union-Find Forests, [Weighted] Quick-Find/Union)
- Sorting Algorithms (Selection/Insertion/Shell/Merge/Quick Sort, Shuffle/Topological Sort)
- Searching Algorithms (Sequential/Binary Search, Binary Search Tree, 2-3 Tree, Red-Black BST, LLRB BST, B-Tree, Separate-Chaining Symbol Table, Linear-Probing Hash Table)
- Graph Algorithms (Directed/Undirected Graphs, Depth-/Breadth-First Search, Bipartiteness, Euler/Hamilton Cycle, Isomorphism, Digraph Search, Kosaraju-Sharir, Minimum Spanning Tree, Shortest Path, CFG, Halting Problem, Master Theorem)
- Algorithm Analysis ('~'-notation, Big-Oh/Ω/Θ, P/NP/NP-Complete, Memory Complexity)

Practical experience:
- Java

Theory: 
- Software (Architecture, Processes, Methods, Practices, Software Life-Cycle)
- Projects (Functional/Non-Functional/Domain Requirements, Scope Creep, State, Opportunity, Waterfall vs Agile, Pair Programming)
- Testing (Static vs Dynamic, Unit Tests, Integration Tests, Acceptance Tests, Structural/Path/Integration/Interface Tests)
- Quality Assurance (McCall Model, Ageing, Pollution, Coupling, Traceability, Maintainability, Refactoring)
- Risk Management (Project/Product/Business Risk, Prioritization)

Practical experience:
- Java

Theory:
- Analysis (UML, Domain Model, System Sequence Diagram)
- Software Architecture (Architectural Structures/Classes/Styles/Patterns, Design Patterns)
- Version Control (Git)
- Testing and Reliability (Unit Tests, JUnit, Exception Handling)
- Programming Techniques and Best Practices (Packages, Conventions, Comments, Code Smell, Refactoring, Encapsulation, Cohesion, Coupling, Polymorphism, Inheritance)

Practical experience:
- Java
- Git

Theory:
- Basics and Definitions (Points, Lines, Surfaces)
- Vector Algebra (Vectors, Scalars, Scalar/Dot Product, Cross Product)
- Matrices and Systems of Equations (Matrices, Determinant, Linear Systems, Gaussian Elimination)
- Transformations and Mappings (Inverse Linear Transformations, Mappings, Subspaces, Kernel, Bases, Dimensions)
- Vector Spaces and Coordinate Systems
- Orthogonality and Least Squares
- Eigenvalues and Eigenvectors (Diagonalization, Eigenvalues, Eigenvectors, Complex Eigenvalues, Dynamical Systems, Stability)

Theory:
- Logic (Universal/Existential Propositions, Predicates, Universal/Logic Equivalence/Implication, Contradictions, Tautologies, Negations, Equivalent Transformation)
- Functions (Domain, Range, Real/Surjective/Injective/Bijective/Inverse/Composite Functions)
- Algebraic Identities (Equation [Systems], Inequalities)
- Sets (Sets of Real/Natural/Integers/Points/Ordered n-tuples)
- Real Functions (Linear/2nd Degree/Odd/Even/Rational/Trigonometric Functions, Mirror/Move, Floor/Roof Functions, Polynomial)
- Complex Numbers (Operations, Complex Regions, Complex Trigonometric Formulas, Principal Roots, Binomial Equations)

Theory:
- Combinatorics and Set Theory (Addition/Multiplication Principles, Permutations, Combinations, Arrangements, Selections, Inclusion-Exclusion Principle, Binomial Theorem, Sets, Binary Operations)
- Integers and Relations (Divisibility, Euclidean Algorithm, Induction, Recursion, Prime Numbers, Diophantine Equations, Fundamental Theorem of Arithmetic, Functions, Equivalence Relations, Order Relations)
- Rings (Group, Ring, Euler's Theorem, Chinese Remainder Theorem)
- Graph Theory (Nodes, Vertices, Edges, [Simple] Paths, Cycles, Isomorphism, Vertex/Adjacency Matrix, Directional/Multi/Weighted Graphs, [Minimum] Spanning Tree, Kruskals/Dijkstras Algorithm, Euler/Hamilton/Planar/Bipartite/Homeomorphic Graphs, Chromatic Numbers/Polynoms, Contraction)

Theory:
- Probability Theory (Discrete/Continuous, Dependent/Independent Events, Kolmogorovs Axiom, Sampling Methods, Conditional/Law of Total Probability Probability, Bayes' Theorem)
- Stochastic Variables (Geometric/Binomial/Hypergeometric/Poisson/Uniform/Exponential/Normal Distribution, Quantile, Interquartile Range, Variance, Standard Deviation, Dispersion, Law of Large Numbers, Central Limit Theorem, Approximation by Normal Distribution, Convolution)
- Statistical Inference (Point/Interval/Unbiased/Consistent/Maximum-Likelihood Estimation, Least-Squares Method, Confidence Interval/Level, Null/Alternative Hypothesis, Significance Level, Statistical Power)
- Statistical Modelling (Linear Regression, Dependent/Independent Variables, Model Fitting)

Theory:
- Limits and Continuity (Functions, Polynomials, Trigonometry, Limits, Continuity)
- Derivative (Mean Value Theorem, Implicit Differentiation)
- Transcendental Functions (Inverse Functions, Natural Logarithm, Inverse Trigonometric Functions, Ordinary Differential Equation)
- Taylor Polynomials (Extreme Values, Curves, Linear Approximation, Taylor Expansion)
- Integrals (Theorem, Integration by Parts/Substitution)
- Arc Length and Series (Improper Integrals, Solids of Revolution, Arc Length, Taylor/Maclaurin Series)

Theory:
- 3D Geometry and Functions of Several Variables (Analytic Geometry in 3D, Cylindrical/Spherical Coordinates, Vector Values Functions, Curves, Parametrizations, Functions, Limits, Continuity)
- Partial Derivatives and Linear Approximation (Partial/Higher-Order/Directional Derivatives, Chain Rule, Linear Approximation, Differentiability, Differentials, Gradient)
- Applications of Derivatives (Implicit Functions, Taylor's Formula/Series/Approximation, Extreme Values, Lagrange's Multiplicators)
- Multiple Integrals (Double/Triple Integration in Cartesian/Polar, Mean Value Theorem, Applications)
- Curve and Surface Integrals (Vector/Scalar/Conservative Fields, Line/Surface Integrals, Flux)
- Vector Calculus (Gradient, Divergence, Curl, Green's Theorem, Divergence Theorem, Stoke's Theorem)

Theory:
- Resistive Circuits (Dependent/Independent Voltage/Current Sources, Ohms Law, KCL, KVL, Node-Voltage/Mesh-Current Method, Thevenin/Norton Equivalents, Superposition)
- Active Components ([Ideal] Operational Amplifier, Operational Amplifier Circuits w/ Resistors, Diode, Transistor)
- DC Transient Response of RC and RL Circuits (Inductance, Capacitance, 1st Order RC/RL Circuits)
- Passive Circuit Elements in Frequency Domain (Sinusoidal Sources, AC, Frequency, Period, Angular Frequency, Amplitude, Phase Angle, rms Value, Phasor Representation, Impedance, Reactance, Filter)

Theory:
- Electrostatics (Field Strength, Potential, Gauss’ Law, Metals, Dielectrics, Capacitor, Electrostatic Energy)
- Magnetic Fields (Forces, Magnetic Materials, Coils, Magnetic Energy, Technical Applications, Magnetic Induction
- Maxwell’s Equations (Wave Concept)
- Electromagnetic Waves (Polarization, Interference, Diffraction, Technical Applications)

Theory:
- Industrial Value Creation (Technical Business Models, Technical Development for Competitiveness, Product, Innovation, Marketing, Strategy, Talent/HR Management, Business Organization)
- Cost Estimation (KPI Analysis, Product Cost Analysis, Investment Appraisal, Capital Budgeting)
- Accounting (Bookkeeping, Accounting, Annual Financial Reporting, Financial Statement Analysis)
- Financing (Business Capital Requirements, Equity, Debt)

Theory:
- Theoretical Foundations (International Project Management Theories, Sustainable/Ethical Considerations)
- Research (Information Sourcing, Critical Review)
- Practical Project Management (Real-World Project Application, Planning, Problem Identification, Critical Analysis, Stakeholder/Time Management, Post-Project/Retrospective Review/Analysis)
- Communication (Stakeholder Communication, Oral Presentation/Reporting, Written Documentation/Reporting)

Theory:
- Theoretical Models and Frameworks (Environmental/Socio-Economic Boundaries, The Doughnut Economics Model, Life Cycle Thinking, Circular Economy, Rethinking Industry/Society)
- Climate Change (Science, Short-/Long-term Effects, Mitigation/Adaptation Strategies)
- Energy Systems (Renewable vs Non-Renewable Energy, Transition to Renewable Energy Systems/Sources)
- Technology x Sustainability (Sustainability-Driven Innovation, ICT, Transport, Building, Food, Electronics)
- Environmental Economics (Externalities, Market Failure, Environmental Taxes, Subsidies/Grants)
- Social Aspects (Environmental Justice, Policy, Sustainable Communities)

Theory:
- Technical Foundations for Engineering (Abstraction, Modelling, Simulations, Programming)
- Project and Information Management (Gantt, Sustainable Development)
- Work Environment and Human Factors (Work Environment, Ergonomics, Daily Operations)
- Ethical and Sustainable Engineering (Ethics/Morals, Environmental Sustainability)

Theory:
- Scrum (User Stories, Story Estimation/Planning Poker, Story Breakdown, Backlog Refinement, Sprint Planning/Retrospective, Product Design, Implementation, Team Velocity, How-to-Demo)
- Version Control (Git)

Practical experience:
- Scrum
- Git
- Swift